- People
- Faculty - Tenured, Tenure Track
- Faculty - PostDoc
- Faculty - Lecturers
- Faculty - Emeritus
- Faculty - Affiliated
- Faculty - Visiting
- Faculty - Research Scientists
- Visiting
- Research Areas
- Departmental Administration
- Staff
- Ph.D. Students
- Master's Students
- Quantitative Finance & Risk Management Students
- Mathematical Reviews
- Memorials

- People
- Faculty - Tenured, Tenure Track
- Faculty - PostDoc
- Faculty - Lecturers
- Faculty - Emeritus
- Faculty - Affiliated
- Faculty - Visiting
- Faculty - Research Scientists
- Visiting
- Research Areas
- Departmental Administration
- Staff
- Ph.D. Students
- Master's Students
- Quantitative Finance & Risk Management Students
- Mathematical Reviews
- Memorials

### Mort Brown, 1931-2024

Morton Brown, professor emeritus of mathematics, died peacefully August 3 in Bellevue, Washington, at age 92. Born in the Bronx, Mort attended the University of Wisconsin, where he received a BS in 1953 and PhD in Mathematics in 1958. He worked with mentor R.H. Bing, who encouraged him early on to study topology. He was an instructor at Ohio State University prior to joining UM Mathematics in 1959 on a fellowship from the Office of Naval Research. Mort became a professor in 1964, and directed seven PhD students during his tenure.

Early in his career, Mort was recognized as an expert in topology, and presented papers and lectures on topology, high dimensional topology, and dynamical systems at universities and institutes throughout the world. In 1963 he received a Sloan Foundation Fellowship. In 1966 he received the Veblen Prize from the American Mathematical Society for his proof of the generalized Schonfliess theorem. Mort later grew interested in dynamical systems on 2-dimensional manifolds and, with Walter Neumann, gave an understandable and acceptable proof of a fixed-point theorem conjectured by Poincaré and Birkhoff.

As an administrator, Mort was active in the department, serving as Associate Chair for Education, a member of Executive Committee on several occasions, and Doctoral Committee Chair. He was a member of the LSA Executive Committee and the Rackham Executive Board. He served on the Board in Control of Intercollegiate Athletics and was active in the Senate Advisory Committee on University Affairs (SACUA) and was the committee’s chair in 1981-82.

As Associate Chair for Education in the late 1980s, Mort began implementing the first major revision of the undergraduate calculus program in nearly 20 years. In the early 1990s he initiated cooperative learning in calculus classes, dedicated classrooms with new technology to that approach, implemented a specialized training program for instructors, and oversaw the adoption of a reform textbook. The new introductory calculus courses incorporated group learning, a graphing calculator, team homework, and smaller classes. Mort is credited with providing a significant model for the national calculus reform movement, and was active on numerous national and state calculus reform committees. After the reform of the calculus program, he continued as Director of the Elementary program in the department for several years.

Mort married Kaaren Strauch, in 1956. They had three sons, Aaron, Alan and Carl and six grandchildren. After retiring, Mort and Kaaren moved to California to be near their son Carl and to fulfill their dream of living in San Francisco. Kaaren died in October 2021, and after her passing, Brown moved to Salt Lake City, Utah, to live with his son Aaron, and from there moved to Bellevue, Washington, to be near Alan.

### Art J. Schwartz, 1932-2024

Associate Professor Emeritus of Mathematics Art Schwartz passed away in Ann Arbor on July 3, 2024, at age 92 from heart failure. Known for his stories, his sense of humor, his curiosity about the world and his wisdom, Art enjoyed recounting tales from his childhood in Detroit, his time in Hashomer Hatzair as a teenager and young adult, and his stint as chief engineer of a radio station in Korea shortly after the war. After finishing his PhD in Mathematics at Wayne State, Art taught at Princeton and Columbia, before coming to the University of Michigan in 1965 as an assistant professor of mathematics. He was promoted to associate professor in 1968.

In 1962, Art solved an open problem in dynamical systems theory, extending to all compact surfaces the well-known work of Deujoy, which applied only to the torus; namely that all minimal sets are trivial if the flow is C2. In addition to further work on dynamical systems, he turned his attention to studying the political and social uses of technology. For several years, he consulted at the CAD/CAM department of Ford Motor Company. This work led to an interest in the analytical and algebraic geometry of real surfaces of low degree, applying abstract theory to study such practical surfaces as a windshield. Several mathematical publications of interesting graphical content ensued. Art was keenly interested in pedagogy and spent much of his energy in this direction during his career. He was an active participant in the First-Year Seminar Program in the Department of Mathematics.

Art considered himself a socialist and participated in progressive activities over many decades. Following his retirement in 1997, he continued lifelong interests in photography and woodworking. He is survived by his wife, Beth Spencer, his four children, six grandchildren and one great grandchild, extended family, many great friends and neighbors, and several close math colleagues. A gathering will take place in his memory in August.

### G. Peter Scott, 1944-2023

Professor Emeritus Peter Scott passed away September 19, 2023, after a battle with cancer. A memorial service will take place Saturday, November 11, 2023, 1 pm, at 3333 S. Old US Hwy 23, Brighton, MI 48114, the CUUB building.

Professor Scott was born in England to Bernard and Barbara Scott. His father was a successful mathematician who worked in Bletchley Park and his mother was a beloved poet and sculptor. After attending Oxford University for his BA in Mathematics, Professor Scott received his MSc and PhD from University of Warwick in 1969 under the direction of Brian Sanderson. He held ascending appointments at University of Liverpool from 1968 to 1987, receiving tenure in 1972, and was named Senior Lecturer in 1980, then Reader in 1984. He joined UM as Professor of Mathematics in 1987. In 1986, Professor Scott was awarded the Berwick Prize by the London Mathematical Society. In 2012, he was named a Fellow of the American Mathematical Society. He retired from active duty in 2018.

Professor Scott studied geometric group theory and low-dimensional geometry and topology. In geometry and topology, he is best known for his fundamental research on three-dimensional manifolds, but his work also encompassed important contributions to the theory of Kleinian groups, differential geometry, and the study of minimal surfaces. In geometric group theory, he pioneered the study of subgroup separability and explored canonical splittings of groups which are analogues of important topological decompositions of 3-dimensional manifolds. He was regarded as a masterful expositor who wrote influential survey papers, most famously on the geometrization of 3-manifolds and on the use of topological techniques in geometric group theory. He published over 60 research papers with several co-authors.

During his UM tenure, Professor Scott was very involved with the Mathematics Doctoral program. He supervised 21 PhD students and was on the committees of many others. He served for a total of 11 years on three separate occasions as Chair of the Doctoral Committee. He was also Director of Graduate Admissions for a year, reviewing and recruiting students for the Mathematics PhD program. Professor Scott served on several other departmental committees, including terms on the Executive, Long Range Planning, and Personnel Committees.

Professor Scott had three children, Carol, Kathy, and David. He was known for an adventurous attitude and regularly sailed on the Norfolk Broads in England. Memorial donations may be made to the Mathematics Scholarship Fund in support of graduate sutdents.

### Gene Krause, 1927-2022

Professor Emeritus Eugene Krause passed away on July 27, 2022. He was a member of the University of Michigan mathematics faculty from 1963 until his retirement in 2002. After receiving his bachelor’s and doctorate degrees from the University of Wisconsin, Professor Krause joined the UM Department of Mathematics in 1963 as an instructor. He became a Professor in 1977, and served as Associate Chair for Education, from 1975-79.

Professor Krause began his mathematics research career in the area of algebra but soon migrated toward mathematics education. For more than 20 years in the later part of his career, Professor Krause managed the mathematics department’s education program. He taught a majority of the department’s teacher education courses, counseled myriad students who went on to teach in elementary and high schools, and demonstrated that it was possible to communicate the complexities and beauty of mathematics to young students. Professor Krause conveyed the art of teaching both in the classroom and through his writing. He wrote eight books, two for middle school (with C. Brumfiel), and six for college, including Introduction to Linear Algebra and Mathematics for Elementary Teachers. He also contributed a number of articles to math-education journals and was considered a top expositor. Professor Krause’s monograph, Taxicab Geometry, was popular with both students and teachers.

During his tenure at UM Professor Krause was considered a stellar teacher. His courses were quite demanding. His teaching evaluations were simply outstanding, and his commitment to his own teaching and to the teaching profession was evident. His dedication and strong teaching did not go unrecognized by the University. In 1979 he won the AMOCO Foundation Good Teaching Award; in 1982 he won the Ruth M. Sinclair Award in LSA Freshman-Sophomore Counseling; he received the College’s Excellence in Education Award three times, Excellence in Concentration Advising award in 2001, and was recognized by the Panhellenic Association of Michigan as an outstanding teacher. In 1993 he was named a Fulbright Scholar and spent a year at Rhodes University in South Africa.

Professor Krause is survived by his wife of 62 years, Jane, their two sons, and numerous grandchildren and extended family members.

### Charlie Doering, 1956-2021

Charles Rogers Doering, PhD, an eminent interdisciplinary mathematician, dedicated mentor, and campus leader, passed away on May 15, 2021. Prof. Doering was the Nicholas D. Kazarinoff Collegiate Professor of Complex Systems, Mathematics and Physics, and the Director of the Center for the Study of Complex Systems for the past six years.

An acclaimed scholar and beloved colleague with a rare combination of depth and breadth—he was equally at home dissecting a chalkboard full of equations and pondering fundamental questions about the nature of life. Professor Doering was perhaps most notable for the energy he brought to every endeavor—from refining a proof to running a faculty meeting—and for the variety of parts of campus life and scholarship that he impacted. His untimely passing creates a deep sense of loss spanning diverse communities, while also reminding us all of the joy that emanates from a life well lived in the service of others and in the pursuit of knowledge.

Professor Doering was a prominent polymath with a highly interdisciplinary research program—his work spanned stochastic dynamical systems and partial differential equations arising from applications across biology, chemistry, and physics. He made fundamental contributions to the analysis of noisy and nonlinear dynamical systems, including co-discovery of resonant activation, current reversals in stochastic ratchets and rigorous dissipation rate bounds for incompressible turbulence. Over the past 25 years, much of Prof. Doering’s work has focused on understanding some of the most foundational questions in applied mathematics and fluid dynamics, including whether the Navier Stokes equations—a key model in classical mechanics that underlies an enormous range of engineering applications—are actually self consistent. These equations describe dynamics ranging from microscopic turbulence in blood flow, to wind and ocean currents, to stars and the interstellar medium, and yet very little is known about the basic properties of this model, including whether smooth solutions always exist for all time. Indeed, understanding the Navier Stokes equations is one of the unsolved $1M Clay Institute millennium challenges and a fundamental open question in mathematics and physics.

Prof. Doering made key contributions to understanding fluid dynamics and the Navier Stokes equations, including co-authoring one of the seminal books on the subject, Applied Analysis of the Navier-Stokes Equations (Cambridge University Press, co-authored with J. D. Gibbon). His book is a translation of the Navier Stokes problem from the traditionally more pure mathematics subfields it had previously been restricted to, to the broader audience of applied mathematicians and mathematical physicists. It opened this highly technical problem up for new researchers, allowing new approaches and ideas to be brought to bear. More recently, Prof. Doering also made important contributions to another open problem in fluid dynamics, understanding Rayleigh–Bénard convection. Rayleigh-Bénard convection plays a significant role in a wide range of problems across engineering, physics, oceanography, and meteorology. Prof. Doering and his colleagues recently developed a new numerical simulation method that allowed them to begin to answer a long outstanding question on the structure of heat transport in turbulent Rayleigh-Bénard convection.

Prof. Doering’s work often focused on connecting different areas of mathematics, physics, and complex systems—as Prof. Jean-Luc Thiffeault, a collaborator of Prof. Doering, noted, “Charlie was almost single-handedly responsible for making sure that the pure mathematics ‘applied analysts’ were aware of developments in the fluid dynamics community, and vice versa.” More broadly beyond his fluid dynamics and stochastics research, Prof. Doering was well known for extending himself as a collaborator and lending his skills to help colleagues solve problems even when they weren’t closely related to his own focus area.

Prof. Doering’s work in these areas builds on his distinguished career that began with his doctorate in mathematical physics from the University of Texas at Austin, followed by a career at Clarkson University and Los Alamos National Laboratory, where he served as Deputy Director of the Center for Nonlinear Studies. He joined the University of Michigan in 1996, where he became a leader and champion of interdisciplinary research, serving as Director of the Center for the Study of Complex Systems. Additionally, Prof. Doering was a Fellow of the American Physical Society (since 2001), a Fellow of the Society of Industrial and Applied Mathematics (since 2011), a Guggenheim Fellow (since 2016), and a Simons Fellow (since 2021), and received the Presidential Young Investigator Award (1989), a Fulbright Scholarship (1995), and a Humboldt Research Prize (2003).

Importantly, Professor Doering was also a dedicated educator and mentor at all levels, from undergraduate to faculty. He earned an Outstanding Advisor Award while at Clarkson and advised over 40 doctoral students and postdocs over the course of his career. He also served on the dissertation committees of over 60 additional students, in a diverse range of departments including Mathematics, Physics, Chemistry, Geological Sciences, Naval Architecture & Marine Engineering, Mechanical Engineering, Nuclear Engineering, and Education. He was also a supportive mentor to many junior faculty and colleagues, both within his own departments and across the university. Professor Doering was a devoted and engaging educator who was highly responsive to student needs and interests—for instance, on hearing from the Complex Systems student community that they were interested in learning evolutionary game theory and adaptive dynamics, he took it upon himself to learn the material and developed a new course. He brought the same spirit of enthusiasm and interest to his courses as he did to all of his work, and was always greatly appreciated by his students. The impacts of his teaching and mentoring will be felt for years to come, as many of his students and mentees are themselves now professors and passing on the ideas they developed with Prof. Doering to the next generation of mathematicians and physicists.

As Director of the Center for the Study of Complex Systems, Professor Doering fostered a wonderful spirit of community and grew the Center as a haven for interdisciplinary exploration, overseeing the expansion of the Center with new faculty and postdoctoral fellows from a range of disciplines. Professor Doering’s leadership of the Center allowed it to flourish and grow, while staying centered on the interdisciplinary, interactive connectedness on which it thrives.

In addition to Professor Doering’s research and academic roles, he was also a pillar of the University of Michigan community, and a true superfan of the University of Michigan football team. He attended nearly every game in his characteristic maize and blue suit, complete with Michigan socks, cufflinks, and pocket squares—regalia so striking that it was featured in the New York Times. He had Michigan themed buttons for nearly every occasion and an irrepressible (and irreverent) spirit that made him nearly an institution unto himself. Professor Doering was a leading light of the University and the communities of mathematics, physics, and complex systems, and his spark will be keenly missed.

### Peter L. Duren, 1935-2020

Peter Larkin Duren, professor emeritus of mathematics at the University of Michigan, died on July 10, 2020 in Superior Township, MI after a long and courageous struggle with Parkinson's disease.

He was born and raised in New Orleans, the eldest child of William L. Duren Jr. and Mary Hardesty Duren. Following his father into mathematics, he graduated cum laude from Harvard University in 1956. He and his future wife, Grace (“Gay”) Adkins, met in college singing together in Gilbert and Sullivan operettas. They were married in 1957. Three years later Professor Duren earned his Ph.D. from Massachusetts Institute of Technology.

From 1962 until his retirement in 2010, he taught mathematics at the University of Michigan (U-M), with one year at the Institute for Advanced Study in Princeton in 1968-69 and visiting stints at Stanford and Maryland. He supervised the Ph.D. theses of more than two dozen students at U-M. Teaching and mentoring motivated students was his special joy. He often said that he felt truly fortunate for having figured out a way to make a living doing what he loved.

Professor Duren was a prolific mathematical writer. He served as an editor for several professional journals, including the *Michigan Mathematical Journal* and the *American Mathematical Monthly*. His own publications included *Theory of H ^{p} Spaces* and several other books advancing the frontiers of his field, complex analysis; the textbook

*Invitation to Classical Analysis*; and more than a hundred research papers. Always gregarious, Professor Duren stood out for his zest for professional collaboration. Many of his works were co-authored with his former students or other colleagues.

An avid traveler, Professor Duren served as a visiting professor or scholar in many parts of the world during his U-M tenure, including Israel, China, South Africa, Chile, and numerous European countries. He and his wife often traveled together for enjoyment as well. Their favorite destinations included France, the Swiss Alps, Norway, and New Zealand.

Ever a collector and keeper of lists, his wide range of interests and hobbies included hiking, reading, listening to classical music, birding, gardening, photography, stamp collecting, carpentry, and astronomy. In all things, he carried his mathematician’s passion for accuracy and precision. But it was in some of his more unusual pursuits that his quirky sense of humor came out. With somewhat purposeful eccentricity, he collected banana stickers, performed unsolicited magic tricks, and kept pet box turtles in the back yard (he swore they wagged their tails when he fed them).

Mathematical history became a new research focus late in his career. Professor Duren was the principal editor of the three-volume historical collection *A Century of Mathematics in America*, published by the American Mathematical Society on the occasion of its Centennial in 1988. Fluent in French, he unearthed new information from French sources about the mathematician Adrien-Marie Legendre (1752–1833) and the recently discovered caricature which is Legendre's only known portrait. He also discovered archived records in Europe shedding new light on the brilliant German mathematician and poet Robert Jentzsch, who died in World War I at age 27.

Passionate about civil liberties and academic freedom, Professor Duren served as treasurer on the board of the U-M’s Academic Freedom Lecture Fund from 2001 to 2016, helping bring illustrious speakers to campus in honor of the three professors purged by the U-M in the McCarthy era for alleged Communist leanings.

Professor Duren is survived by Gay Duren, his wife of 63 years; his sister Sally Schloemann; his brother David Duren; his daughter Betsy Duren; his son Bill Duren; and his daughter-in-law Jan Wigginton.

Donations in memory of Peter Duren may be made to the Michael J. Fox Foundation for Parkinson's research (michaeljfox.org), the American Mathematical Society (ams.org), or the American Civil Liberties Union (aclu.org).

### James M. Kister, 1930-2018

James ("Jim") Milton Kister, Professor of Mathematics, died on October 13, 2018, at his home in Ann Arbor, surrounded by close family. Born on June 29, 1930, in Cleveland, OH, he lived in East Cleveland until he left for Wooster College in 1948. He started graduate work in mathematics at Harvard in 1952, but soon had to leave because the New England climate was causing too much ill health. He spent two months in Tucson, AZ, during which time he recovered enough to take a job at Los Alamos National Laboratory. As a research assistant there from 1953-1956, Professor Kister worked with some of the earliest electronic computers on a variety of scientific projects, including, with several others, the design of a program for a computer to play chess. He soon returned to graduate school at the University of Wisconsin to complete his PhD in mathematics, with a specialty of topology.

In 1959 Professor Kister was hired by the Mathematics Department at the University of Michigan as an instructor, and was promoted to assistant professor in 1961, associate professor in 1964, and professor in 1966. He stayed until his retirement in 1998. He served as department chair from 1971-1973, and was associate chair for graduate studies from 1988-1992 and 1994-1996. Professor Kister helped to guide the academic careers of many promising mathematicians. He directed eight doctoral students who themselves went on to academic careers. He took full advantage of professional opportunities to travel, spending extended periods at the Institute for Advanced Study at Princeton, the University of Virginia, UCLA, and the universities of Cambridge, Oxford, London and Paris.

Professor Kister taught at mathematics summer schools in Italy, specifically in Perugia in 1991 and Corona in 1992, from which several Eastern European students were recruited for US graduate schools, including UM. As associate chair for graduate studies, he developed relationships with Spelman and Morehouse Colleges, and had significant success recruiting their students to Michigan.

During a postdoctoral fellowship at the University of Virginia in 1960-61, Professor Kister solved a famous old problem of P.A. Smith by producing an example of a periodic transformation of higher dimensional Euclidean spaces with no fixed points. While studying at the Institute for Advanced Study in Princeton from 1962-64, Professor Kister became interested in John Milnor's important work on "microbundles," and he proved that Milnor's microbundles were in fact classical topological bundles. This important step vastly simplified the current theory and finally showed that the topological manifold theory could be described with elegance and simplicity unmatched by the classical differential theory.

Professor Kister was married to Susan Spence from 1956-1972 and his only child Karen was born in 1957. During his stay in Oxford in 1977 he met an English mathematician, Jane Bridge, on the faculty there; after a whirlwind romance, they returned to Ann Arbor together. They were pleased to celebrate their 40th wedding anniversary shortly before he died. He is survived by his wife Jane, his daughter Karen (Tim Athan) and two grandchildren and four great grandchildren.

### Joel Smoller, 1936-2017

Joel Smoller, 81, passed away September 27, 2017, after a prolonged illness. He was born and raised in Brooklyn, the son of a New York City taxi driver. Despite the hardship of losing his mother at an early age, and with the support of his extended family, he pursued academics in the public schools. He found his love of math in his first geometry course in high school, and then never waivered in his desire to become a mathematician. He attended NYU for his undergraduate degree, and Purdue for his PhD in 1963.

His first and only academic appointment was at University of Michigan Department of Mathematics. His 54 year career here began in 1963 as an instructor. Smoller was promoted to professor in 1970, and was named the Lamberto Cesari Collegiate Professor of Mathematics in 1998. He retired from active faculty status in June, 2017. Smoller’s long and prestigious academic career includes supervising 28 graduate students and mentoring many postdoctoral faculty, producing more than 180 publications in association with 34 co-authors, and teaching hundreds of undergraduate and graduate students.

He specialized first in partial differential equations, but his research regularly grew into different fields as a new passion took hold. He conducted research in shock-wave theory; Navier-Stokes equations; systems of reaction-diffusion equations; stellar dynamics; dynamical systems (Conley Index Theory); and bifurcation theory (symmetry-breaking bifurcations). He pioneered the analysis of numerical difference schemes for conservation laws in several space dimensions, introduced new topological methods to the analysis of partial differential equations, and was fundamental in establishing the shock structure problem in mathematics. Many of his early results have been influential in mathematical biology. Smoller's more recent research concerned Stability of Kerr (rotating) Black Holes under various perturbations such as scalar waves, Dirac Fields, electromagnetic waves, and gravitational waves; and astrophysical shock-waves, concerned with astrophysical problems including an explanation of the anomalous acceleration of the Universe, wholly within Einstein’s equations of General Relativity and avoiding the cosmological constant, and the notion of dark energy. His book, "Shock Waves and Reaction—Diffusion Equations" became the standard in that area and has been a reference in programs worldwide.

During his career, Smoller received significant recognition for his scholarly activities including a Guggenheim Fellowship in 1980, the Margaret and Herman Sokol Award in 1992, and an Excellence in Research Award in 1996. More recently he was named a senior Humboldt Fellow, and received the prestigious G.D. Birkhoff Prize in Applied Mathematics from AMS/SIAM in 2009. The Birkhoff prize is awarded jointly by the American Mathematical Society and the Society for Industrial and Applied Mathematics once every three years to recognize an outstanding contribution to "applied mathematics in the highest and broadest sense." There, Smoller was cited for his leadership, originality, depth and breadth of work in dynamical systems, differential equations, mathematical biology, shock wave theory and general relativity. Three special issues of the journal, Methods and Applications of Analysis were dedicated to him and featured a photograph of him on the front covers.

From his home base at Michigan, Joel became a citizen of the world. He loved to travel and meet new people, and was a frequent speaker at international conferences and seminars. Over his career, he was also a visiting member at Courant Institute of Mathematical Sciences, and a visiting professor at the University of Wisconsin, the University of Paris, and Ecole Normale Superieure, in Paris. He spent sabbatical leaves at the University of Warwick, Harvard University, and University of California, Davis.

Joel had a passion for math and would sometimes spend spare time returning to some problem on his desk. He also spent significant time on the tennis and squash courts. He continued to jog and to play squash until a serious injury slowed him down. Even then, he kept up a regular exercise program and would not be stilled. He was also known for his subtle and appreciative sense of humor. He was a kind, giving individual with an endearing quirkiness, who was only ferocious about math and politics.

He loved to spend time at the lake in summer and Florida in the winter, and enjoyed entertaining, and hosting people in his home. He valued his family above all, and had a great enthusiasm for life. He was happiest when surrounded by family and friends, enjoying good food and wine in their company.

Joel is survived by his wife Margaret, children, Debbie, Alex (Lisa Mitchell), and Sally; his stepchildren Anne Dickinson (Patrick) and David Arditti; his granddaughter, Arcadia Mitchell; his brother Howard, and his many friends, coauthors, and colleagues here and abroad.

Joel's research was funded by NSF grants for almost his entire career, and he supported many students to the maximum possible. He leaves behind a large number of math professors and professionals whom he nurtured and mentored through their academic training and into their careers; many began as students and ended as close friends and coauthors. He cared deeply about mentoring and supporting his students. To carry on this tradition, a scholarship has been established in his name to benefit graduate mathematics students working in his area of expertise, partial differential equations associated with physical processes. Memorial contributions can be made to the Joel Smoller Fellowship Fund in the Department of Mathematics (fund #700262). Contributions can be sent via mail to the UM Department of Mathematics, 530 Church Street, Ann Arbor, MI 48109-1043 (checks to University of Michigan), or online at the following link: http://victo.rs/2y3Yohi.

### Maxwell O. Reade, 1916-2016

After 100 years and two days, Professor Emeritus Maxwell O. Reade died April 13.Maxwell ReadeHe met his goal of living to 100, and he led a remarkable life. The son of Hungarian immigrants, Reade was born in Philadelphia, and later moved with his family to Brooklyn, where he finished high school and attended Brooklyn College, graduating in 1936. He entered the math graduate program at Harvard on tuition scholarship, then went to Rice University on full scholarship to get his Ph.D. in 1940.

Reade was a professor of mathematics at the University of Michigan for 40 years, specializing in Complex Analysis, published 83 papers and was awarded the AMOCO Good Teaching Award in 1983. In World War II, he worked for the Applied Mathematics Panel of the Office of Scientific Research and Development and his applications of mathematics to the Allied war effort saved thousands of lives.

As associate chairman for mathematics graduate students for over seven years in the late 1960s and early 1970s, Reade was both a vigorous recruiter of quality students and a tireless worker on their behalf once they were here. He was ahead of his time in recognizing the importance of seeking and nurturing minority students. Reade ardently supported scholarships and grants for students, traveling to historically black colleges in the South and recruiting students for scholarships — more than 50 Ph.D.s were awarded to minority students he recruited — as well as foreign students. These trips afforded an opportunity to indulge in his passion for jazz, and he interviewed many musicians while amassing a large collection of jazz records.

As chairman of the LSA Scholarship committee from 1974 to 1994, Reade continued to help countless students pursue a college education who would not have otherwise had the means. He found and recruited talented students in all disciplines and was instrumental in establishing the Dean’s Merit Scholarships in LSA. He had the ability to seek and find extremely bright students, particularly in mathematics, and convince them that Michigan was the right choice for their education. Reade was especially effective in assuring the mothers that their children would succeed here. His warmth, humor and passion for Michigan became the deciding factor for many to choose Michigan.

Reade was predeceased by his wife Marjorie and his former wife Isabel. He is survived by children Michael, Tim (Joy) and Alison Diver, and Lawrence Dolph (Lynn Nybell); grandchildren Fran (Ben Rosenberg), Chris, Wes Diver, Christine Dolph (Brian Wachutka) and John Dolph; great-granddaughter Winona Marjorie Wachutka; nieces Pam Schwarzmann (Ken Fink), Karen Schwarzmann (Larry Rosen) and Ann Schwarzmann (Greg Haagenson); nephews Tom Schwarzmann (Lisa Byle) and Tim Schwarzmann; grand nephew Peter Griess (Tiffany Reese); and great-grand nephew Ryder Griess.

Reade was known for his sense of humor, devotion to causes supporting the "little guy," intolerance of social injustice, making paw paw jam and writing letters to the editor published in the New York Times and Ann Arbor News. His final gift to education was to donate his brain to a longitudinal study at the U of M Brain Bank.

Memorial contributions may be made to the Maxwell and Marjorie Reade Fund for Student Support via the University of Michigan online giving site.

### Peter Smereka, 1959-2015

Peter Smereka passed away September 15, 2015, after suffering a heart attack. Born in Sault Ste. Marie, Ontario to Virginia and Edward Smereka, he was the first of four children. He attended Aurora High School in Aurora, Ontario (1974-1978) where he was valedictorian of his class. He participated very actively in Ontario science fairs, winning the Canada-wide science fair competition for three consecutive years.

In 1983, Smereka received his bachelor’s degree in Physics from the University of Waterloo, Canada. He received his Ph.D. in Chemical Engineering from the University of California, Santa Barbara, in 1989. After visiting the Courant Institute of Math at NYU, and the Institute for Mathematics and its Applications, Smereka joined the faculty of the Department of Mathematics at the University of California, Los Angeles, in 1991 on an NSF postdoctoral fellowship.

Smereka came to the UM Mathematics Department in 1994 as an assistant professor. He was promoted to associate professor in 1997, and professor in 2003. He was also active as a member of the Michigan Center for Theoretical Physics. Smereka was an early and integral member of the Department’s Applied and Interdisciplinary Mathematics (AIM) program, providing an important link with areas of engineering and the natural sciences. He served as director of the AIM program for several years. He received a prestigious NSF Career Award in 1996, and an Excellence in Education Award from the College of Literature, Science and the Arts in 1997. Smereka was one of the original developers and instructors of a new honors sequence for first-year science and engineering students. He served the Department through numerous committee assignments, undergraduate counseling, and research coordination.

Considered one of the leading applied and computational mathematicians of his generation, Smereka worked on a wide variety of problems, ranging from fluid dynamics to materials science. His early work had great effect on problems in “bubbly liquid flow” and he was widely regarded as the leading authority on this subject. His work on algorithms for multi-phase flow—for example, for simulating the motion of two immiscible fluids and the surface that separates them—has been particularly influential. In that field, and more generally in the topic of interfacial motion, Smereka made fundamental contributions. The algorithms he invented and helped develop are used in many branches of science and engineering. Many of his more than 60 research articles and numerous conference proceedings have had tremendous impact, and some are considered classics in their respective fields. In addition to being a leading authority in computational mathematics, applying his extensive knowledge of Physics and Engineering to mathematical modeling and computational simulation of physical problems, Smereka also excelled as an applied analyst, exploring the associated mathematical problems in great depth. In 2009, he was part of a team that received a patent for “a method for designing aerosol spray dispensers.” During his career Smereka supervised six Ph.D. students and acted as a co-advisor for many others.

Smereka was always inquisitive and he provided a lot of humor, insight and thought-provoking questions for his family and colleagues over the years. He was an incredibly sensitive and kind person often running to help his family members when in need. Smereka loved to surf, hike, listen to jazz and eat street food, and play games. He also enjoyed golfing and swimming, and loved watching Stephen Colbert and Jon Stewart with his son Aidan. Smereka is survived by his wife Brenda, son Aidan, parents Ed and Virginia, sisters Karen and Susan, brother Robert and Aunt Joan, as well as many friends and colleagues from all over the world. He will be greatly missed by all. Memorial notes may be sent to math.mich@umich.edu.

The Department of Mathematics has established the Peter Smereka Memorial Graduate Student Prize. Memorial donations may be made via the University of Michigan online giving site.

### Donald J. Lewis, 1926-2015

Donald J. Lewis, Professor Emeritus of Mathematics at the UM, passed away on February 25, 2015 at the age of 89. Born in Minnesota, to William and Eleanor Lewis, he was the oldest of eight children. He married Carolyn Dana Hauf in 1953 in Ann Arbor. He received his B.S. from the College of St. Thomas in 1946, and his M.S. and Ph.D. from UM, respectively in 1949 and 1950.

Lewis joined the University of Michigan faculty as an associate professor in 1961, and was promoted to full professor in 1963. He served as Chair of the Department of Mathematics at UM during the period 1984 to 1994, with a break for one year to visit the Institute for Advanced Study. He was also noted for his leadership in University affairs, and received numerous awards for his research and service, including a Distinguished Faculty Achievement Award from UM and an Alexander Von Humboldt Preis. Even after retirement from UM in 2000, Lewis was active in research and continued to work in the department on alumni relations and fundraising.

Between 1995 and 1999, Lewis was based in Washington, D.C. as the Director of the Division of Mathematical Sciences of the National Science Foundation. While at NSF, he championed multidisciplinary initiatives that paved the way for the applied and interdisciplinary mathematics programs that are thriving at universities around the country. Lewis also developed and promoted vertical integration of mathematical research at the university level. He was awarded the Distinguished Public Service Award of the American Mathematical Society in 1995 in recognition of his many contributions to mathematics research and education.

Lewis’ research was in an area of Number Theory concerned primarily with Diophantine problems, and encompassed the theory of algebraic number fields and arithmetic geometry. While a number of his results have been improved in recent times, it is characteristic especially of his earlier work that he was the first to obtain any kind of result on a problem, and that this decisive progress cleared the way for subsequent developments. The work in his thesis concerning local solubility of cubic forms, however, remains definitive. Also noteworthy is a series of papers produced in a longstanding collaboration with Harold Davenport which laid the foundations for the investigation of a number of Diophantine problems, especially diagonal variants.

In 1966, Lewis authored the book “Introduction to Algebra” that utilized the art of M.C. Escher to help display mathematical concepts and illustrate the interplay between the two disciplines. He published two volumes of the book “Calculus and Linear Algebra” with UM colleague Wilfred Kaplan, which have recently been reprinted and used in courses at UM. He is the author of 58 research papers and a number of survey papers. The latter, in particular, have provided valuable stimulation to a generation of workers in this field. One of Lewis’ main interests was the development of young mathematicians and he directed 24 doctoral theses.

Memorial contributions may be made to the Donald J. Lewis Professorship in Mathematics (571193) Donations may be made via the University of Michigan online giving site.

### Curtis Huntington, 1942-2013

Long time faculty member, Actuarial Program Director and Associate Chair for Education Curtis Huntington passed away in October 2013 after a three-year battle with cancer.

Born in Boston in 1942, Huntington’s father was an actuary and his mother was also a mathematician. He received a BA in mathematics in 1964, and an MA in business in 1965, both from UM, and later received a JD from Suffolk University. After completing service as a commissioned officer in the U.S. Public Health Service, Huntington joined the New England Mutual Life Insurance Co. (Boston), where he served from 1967 until his retirement in 1993 as a Vice President and Corporate Actuary.

During his distinguished career, he was named a fellow of the Society of Actuaries (FSA 1968), a member of the American Academy of Actuaries (MAAA 1972), a fellow of the Conference of Consulting Actuaries (FCA 2001), and an associated professional member of the American Society of Pension Professionals and Actuaries (APM 1990). His service to the actuarial community was monumental, and he helped to guide and shape the profession internationally for many years. Huntington was recognized for his distinguished career and tireless service to the profession. He was the 2010 recipient of the Harry T. Eidson Founders Award from the American Society of Pension Professional and Actuaries, and he also received the Jarvis Farley Service Award from the American Academy of Actuaries for his distinguished service to the actuarial profession through his numerous volunteer efforts during his career. In 2012, he received the Lifetime Achievement Award from the Conference of Consulting Actuaries.

In 1993, Huntington returned to UM as a Professor of Mathematics and Director of the Actuarial Mathematics Program and the Financial Mathematics Program. He served two terms as the associate chair for education in the Department, including the three years prior to his passing. He chaired the scholarship committee, assuring that students who needed tuition support received help. Huntington also arranged, proctored, and helped to fund the actuarial exams for students. He was instrumental in the significant increase of graduates from the actuarial/financial mathematics program over the past two decades. He helped to expand the program to include a financial component, increased the number and quality of the faculty members in the area, and increased the activities for the students. Huntington was proud of the active Student Actuaries at Michigan (SAM) group and guided them in organizing employ-er recruiting, professional development activities, and social events. He would excitedly share the successes of the SAM intermural teams in sports including broomball and water polo.

Huntington worked tirelessly on the development and fundraising activities of the Department, and served as the Development Committee chair for several years. He formed the Actuarial Alumni Leadership Council, which helps to guide and support the program. He personally endowed a fund in his mother’s name that recognizes outstanding students in mathematics. He was the driving force in a successful campaign to endow a professorship in honor of Professor Cecil Nesbitt. When students graduated from the actuarial/financial mathematics program, they were instilled with Huntington’s philanthropic spirit. He encouraged them to support UM as soon as they had the means, and he led by example. Several years ago, Huntington’s colleagues at UM and from the actuarial profession established the Curtis E. Huntington Honorary Fund to provide support to the students and programs within actuarial/financial mathematics.

Even during his illness, Huntington found the time to lead and promote the actuarial profession around the world. His national and international travel schedule was packed with lectures, board meetings, and conferences. During his extensive travels, he made time to visit his other homes in Boston and New Zealand. He forged many personal friendships around the world, and made time for anyone who needed him. A memorial service for Huntington was held at the Michigan Union in April 2014. More than 150 friends and colleagues joined to celebrate Huntington’s life and contributions to the Actuarial profession and the UM. Personal memories were shared by many friends and colleagues. His sister, Peg, and her husband, Hugh, traveled from New Zealand to host the ceremony. Memorial contributions have been made to the Curtis E. Huntington Honorary Fund in the Department of Mathematics (allocation 572235). The Department recently received $2 million from Huntington’s estate. The funds will be used to continue the activities within the Actuarial and Financial Mathematics program. Donations may be made via the University of Michigan online giving site.

### Frederick Gehring, 1925-2012

Distinguished University Professor Emeritus Fredrick W. Gehring passed away on May 29, 2012 at age 86. Born in Ann Arbor, his association with the University of Michigan went back two generations to his grandfather, John Oren Reed, who was a member of the physics faculty and Dean of the College of Literature, Science and the Arts. Gehring joined the U.S. Navy in 1943 and subsequently earned two degrees from UM—Bachelor of Science in mathematics and electrical engineering in 1946, and Master of Science in mathematics in 1949. After completing his Ph.D. at the University of Cambridge (England) and spending three years as a Benjamin Peirce Instructor at Harvard, he returned in 1955 to teach mathematics at UM. He was promoted to the rank of Professor in 1962, was named to a collegiate chair in 1984, and became the T. H. Hildebrandt Distinguished University Professor in 1987. His long history of service at UM includes three terms as chair of the Department of Mathematics. He retired in 1996.

Gehring was a leading figure in the theory of quasiconformal mappings. Briefly, these mappings of the plane send infinitesimal circles to infinitesimal ellipses with bounded eccentricity. Fulbright and Guggenheim Fellowships in 1958–1960 allowed Gehring to study in Helsinki and Zürich, where he began to learn about quasiconformal mappings. He was instrumental in developing that theory, often in collaboration with Finnish colleagues, and bringing it into the mainstream of mathematical analysis. In particular, he pioneered an important extension of the planar theory to *n*-dimensional Euclidean space, emphasizing new tools such as extremal length. His work on the higher integrability of quasiconformal Jacobians lies at the foundation of the *n-*dimensional theory. In later years, largely in collaboration with his former student Gaven Martin, he brought quasiconformal mappings into a broad study of discrete transformation groups.

In 2006, the American Mathematical Society honored Gehring with a Steele Prize for Lifetime Achievement. The citation (*Notices of the AMS* **53 **(2006), 468-469) says in part, “Largely because of Gehring’s work, the theory of quasiconformal mappings has influenced many other parts of mathematics, including complex dynamics, function theory, partial differential equations, and topology. Higher dimensional quasiconformality is an essential ingredient of the Mostow rigidity theorem and of recent work of Donaldson and Sullivan on gauge theory and four-manifolds…. Gehring’s mathematics is characterized by its elegance and simplicity and by its emphasis on deceptively elementary questions which later become surprisingly significant.”

Fred Gehring supervised twenty-nine Ph.D. students, many of whom are now faculty members at research universities, and he mentored more than forty postdoctoral fellows. He maintained contact with his former students and postdocs for many years and continued to inspire them with energy and enthusiasm for mathematics. Fred and his wife Lois took a personal interest in Fred’s students and postdocs, and brought many of them into their family circle. Two books coauthored with former students are now in final stages of preparation and will soon be published by the AMS.

In addition to the Steele Prize, Gehring’s many honors include the Humboldt Award, the UM Distinguished Faculty Achievement Award, Sokol Faculty Award, and Henry Russel Lectureship. He was named Commander of the White Rose of Finland. In 1989 he was elected to the American Academy of Arts and Sciences and to the National Academy of Sciences.

Fred was a devotee of fine wines and single malt whiskies. He loved classical music, foreign languages (he was remarkably fluent in Finnish), and camping. He is survived by his wife Lois, his sons Kalle and Peter, two grandchildren, and his sister Barbara Gehring. A memorial service was held in August 2012, attended by more than 100 people, including Fred’s graduate students from around the world.

### Juha Heinonen , 1960-2007

Professor of Mathematics Juha Heinonen passed away on October 30, 2007, after a courageous battle with kidney cancer. Born July 23, 1960 in the small town of Toivakka in central Finland, Juha was raised in the village’s old-age home where his mother served as the sole staff member. His father Vilho was a lumberjack and well-respected socialist politician for the tiny town. After graduating high school, Juha served one year as an officer in the Finnish army, and then enrolled as a student of mathematics at the University of Jyväskylä. His 1987 Ph.D. thesis, directed by Olli Martio, was in non-linear potential theory.

Juha first came to the University of Michigan for a semester as a visiting graduate student in 1985. His first appointment in the Department of Mathematics began in 1988, when he returned as a three year post-doctoral assistant professor. In 1992 he accepted a tenure track assistant professorship, and in 2000 he was promoted to professor. He served as Associate Chair for Graduate Studies in the Department of Mathematics from 2004 to 2007.

Considered a scholar of high professional standards, Juha was a leading figure in geometric function theory, his main research area. His two books “Nonlinear Potential Theory of Degenerate Elliptic Equations” (co-authored with T. Kilpeläinen and O. Martio) and “Analysis on Metric Spaces" have become standard references in their fields. He co-authored more than 60 research papers, many of which contributed to the creation of a new branch of mathematics, now called analysis on metric spaces. Juha was a generous and enthusiastic collaborator who was proud of the fact that nearly all of his research publications were joint works. His collaborators admired him for his erudition, his deep mathematical insights, and his never-ending scientific curiosity.

Juha's expertise was recognized with many awards and fellowships, including a Sloan Fellowship, numerous NSF grants, several visiting appointments, and an Excellence in Research Award from the University of Michigan. For seven years he was an editor of the Proceedings of the American Mathematical Society. In 2002, he was invited to give a talk at the International Congress of Mathematicians in Beijing. Juha became a member of the Finnish Academy of Science and Letters in 2004.

A dedicated thesis advisor, Juha directed eight doctoral students. Many students, junior faculty, and young researchers greatly benefited from his patient mentorship and wise tutelage. Juha was very grateful for the excellent mentoring he himself received as a young mathematician, and was happy to repay in kind. In addition to his advisor, he especially acknowledged U-M Professor Emeritus Fred Gehring whom he met in 1985, and Jose Fernandez, to whom Fred introduced him later that academic year at the Mathematical Sciences Research Institute in Berkeley. Later he was deeply influenced by Dennis Sullivan who directed his attention to analysis in more abstract settings.

When Juha originally came to the United States, his intention was to stay for only a short period. His plans changed when he met his future wife, Karen Smith, a first-year graduate student of mathematics, who also arrived in Ann Arbor in the fall of 1988. They were married in 1991.

Juha put his own career on hold to follow his wife to Boston when she obtained a post-doctoral position at MIT. The couple came back to Ann Arbor as tenured professors in 1996, settling into a satisfying marriage and productive careers. They welcomed their daughter Sanelma in 1998, and their boy-girl twins, Tapio and Helena, in 2003.

A gifted athlete, Juha was the 1976 Finnish national champion in his class for 5 km cross-country skiing. Although he gave up professional sports to pursue a career in mathematics in the early 1980s, Juha's love of competitive sports never waned. He participated in many running, cross-country skiing and orienteering events around the country. In his class he won both the U.S. and the North American gold medal in orienteering in 2000.

Juha was a vibrant, balanced, satisfied person who enjoyed many things in life besides mathematics and sports. He spent his free time studying foreign languages, or reading history, biographies, and political commentary. He loved the outdoors, particularly Michigan autumns and Finnish winters. A devoted husband and father, Juha enjoyed the company of his children and was often spotted on errands around town with a child on the bus, on his bike-seat, or in his arms. Each time he spoke of his family, the pride was evident through the twinkle in his eye and his broad grin.

His Finnish origins remained deeply important to him throughout his life. Juha maintained close contacts with his Finnish friends and colleagues, and traveled to Finland at least once a year. He taught his children and his wife to speak Finnish and to share his love of his native land.

Juha was widely loved for his positive attitude, sparkling sense of humor, and genuine kindness towards others, traits that he maintained throughout the difficult trials of his illness. He is deeply mourned by his family, friends and colleagues. Besides his wife and children, Juha is survived by his mother Liisa Heinonen and his sister Maritta Nukarinen. A memorial service will be held at the Michigan League Ballroom on December 9 at 2 pm. The Department of Mathematics has established the Juha Heinonen Memorial Graduate Student Fellowship. Donations may be made via the University of Michigan online giving site.

Juha Heinonen, "Quasiconformality in Metric Spaces" (.mov)

Dennis Sullivan's seminar, CUNY, November 1995

"Proceedings of American Math Society Heinonen Memorial issue. (see page 3)"

### Thomas F. Storer, 1938 - 2006

Thomas F. Storer, Professor Emeritus of Mathematics in the College of Literature, Science and the Arts, passed away on November 9, 2006.

A familiar face on campus for 35 years, Tom was one of the first Native Americans to receive a Ph.D. in mathematics. He joined the University of Michigan faculty as a T.H. Hildebrandt Research Instructor in 1965 after receiving his M.A. and Ph.D. degrees from the University of Southern California, and a B.A. degree from the University of California at Los Angeles. He was promoted through the ranks to Professor in 1979. Tom’s research area was primarily in combinatorics, more specifically cyclotomy. His monograph “Cyclotomy and Difference Sets” (1967) became a standard reference. He also conducted research in modeling of long-term memory and recognition and directed the thesis work of numerous doctoral students.

Tom is most remembered in the Mathematics Department as an outstanding teacher and counselor who inspired his students and left a lasting impression. He was a dedicated instructor for Honors Calculus for many years. His courses were among the most rigorous, and his distinctive teaching style, coupled with great intellectual excitement, drew students to his classes. In recognition of his teaching skills, he was awarded the Amoco Foundation Good Teaching Award in 1985. Tom also had a great impact on students in his role as an undergraduate counselor in the Honors Program, a position he held for 32 years. It was in that role where his integrity, sensitivity, patience, and empathy for students enabled him not only to guide them academically, but also to help them become wellrounded individuals. He touched the lives of students in many fields, and is well remembered as a strong infl uence in their lives. “Tom Storer took a personal interest in his students’ lives; you knew it was genuine even if you never had the pleasure of meeting him outside the classroom,” writes Susan Kolodziejczyk (BA 1993, Senior Researcher, National Geographic Society). “Anywhere you found him—in his office, on a bench in the sun, at a favorite corner of the Brown Jug—he welcomed every smiling face.”

It has been said that Tom was always teaching. He himself left the following legacy on his door upon his retirement in 2001: “From where the sun now stands, I will teach no more forever.” Besides mathematics and the honors program, Tom was an educator in U-M courses on Native American culture and the Ojibwa language. Robert Megginson, Professor of Mathematics and Associate Dean for Undergraduate and Graduate Education in the College of Literature, Science, and the Arts, remembers Tom fondly. “Tom was a remarkable individual who cared deeply about students. In my travels I have found it amazing how many former U-M students, Native Americans and others, will find out that I am a UM mathematician and then tell me of the difference Tom made in their lives and careers. We have lost one of our great educators and mentors, and he will be sorely missed.”

For many years, Tom was the principal faculty spokesman for Native Americans. He worked closely with the UM and Ann Arbor Native American community. His commitment to diversity and dedication to promoting equity and justice for all people was reflected in his receipt of the Dream Keeper Award. Throughout his life, Tom shared his love and knowledge of string figures from around the world and became a leading authority. He pursued many different athletics during his lifetime, and taught several Mathematics Department members to play tennis. He had a deep love for freestyle Frisbee, and displayed his prowess regularly on the Diag. His Dalmatians were his constant companions.

Tom leaves behind his wife, Karen; children, Eileen (Charles) Storer Smith and Jeannie (Trevor) Thrall; mother, Betty Tauer; and six grandchildren. He will always be remembered as being a true “Renaissance Man” filled with deep passion and joy. Several years ago, a fund was established in the Department of Mathematics in Tom’s name. The Thomas F. Storer fund supports the mathematics honors program and its students. Donations can be made through the **UM online giving site**.