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Nominations for President Nominations for President of Mathematicians. In 2005, he became a Fellow of the Nomination of American Academy of Arts and Sciences. Eric Friedlander The president plays many crucial roles in the gover- nance of the Society. He or she presides over the Executive Committee and Board of Trustees which sets our policy John Franks and has the fiduciary responsibility for the financial well- I am very pleased to support the nomination of Eric Fried- being of the AMS. Eric’s years of exemplary service on the lander for the position of president of the American Math- Board (which I have had the opportunity to observe first- ematical Society. Eric has had an extremely distinguished hand) have prepared him well to accept this responsibility. career in our profession spanning almost four decades. The president is also called on to enhance our presence in Beyond a sterling research record his career is character- Washington, in conjunction with our Washington office, ized by numerous and wide-ranging contributions to the and to represent the mathematical research community mathematical enterprise. In my opinion his contributions to members of Congress and other government officials. to mathematics and his past experience serving the math- Eric’s past service on the Committee on Science Policy of ematical community make him exceptionally qualified for the AMS has familiarized him with this aspect of the Soci- the role of president of the Society. ety’s activities and his outgoing nature leads me to believe Eric received his doctorate in mathematics in 1970 from he will perform extremely well in discharging this task. MIT, where he studied with Michael Artin. After spending Another important responsibility of the president is to some years at Princeton University, he went to Northwest- represent the Society, and indeed American mathematics ern University in 1975 as an associate professor. He was generally, in international mathematical circles. This is a promoted to professor in 1980 and became the Henry S. role for which Eric is exceptionally well qualified. He has Noyes Professor of Mathematics in 1999. Subsequently, interacted with the mathematical community at an inter- he succumbed to the allure of Southern California and national level to an extent rarely matched by others in our starting in September of 2008 he became Dean’s Professor profession. He has been a research fellow at Trinity Col- of Mathematics at the University of Southern California. lege, Cambridge, and New College, Oxford, a Professor As- Beginning with his thesis and throughout his career, socié in Paris, a visiting fellow at the Max Planck Institute Eric developed a unique blend of algebraic geometry and in Germany, ETH in Zurich, and the Institut Henri Poincaré algebraic topology that made him a leader in a number in Paris. He has held a visiting professorship at Heidelberg of diverse fields, especially algebraic K -theory, cohomol- and been a visiting member at the IHES multiple times. He ogy of algebraic groups, representation theory, and is prominent in the activities of the “Friends of the IHES” cohomology theories for algebraic varieties. He is the and he has served on the Scientific Advisory Panel of the author of numerous papers and monographs, including Fields Institute in Toronto. three papers in the Annals of Mathematics, ten papers in Eric has directed the theses of fourteen Ph.D. students. Inventiones Mathematicae, and two books in the Annals He spends enormous amounts of time with each of his stu- of Mathematical Studies. For this work, Eric has earned a dents and many have written very fine theses. Throughout number of important honors, including a Humboldt prize his career he has also had a number of very productive and invitations to speak at the International Congress collaborations, developing important and separate lines of John Franks is chair of the Mathematics Department and professor research. In all Eric has had nearly twenty-five coauthors, of mathematics at Northwestern University. His email address is including a number of postdocs and new Ph.D.s with whom [email protected]. he generously shared ideas and his experience. 986 NOTICES OF THE AMS VOLUME 56, NUMBER 8 From the AMS Secretary—Election Special Section During his years at Northwestern, Eric served the Europe, India, and China. He has also spoken three times department and the university with enormous dedica- at ICMs, including a plenary lecture. tion and enthusiasm. He was chair of the Mathematics Moreover, Wilfried’s sense of mathematics goes well Department twice (1987–1990 and 1999–2003), Academic beyond technical mastery. He values the depth and the Associate Dean for Science (1995–1998), and served on a variety and the vitality of mathematics in all its manifes- number of important college and university committees. tations. The following quotation shows this better than I As a member of the department, he was part of a very can. This is from the foreword to the volume Mathematics strong group in algebraic topology, and he helped orga- Unlimited: 2001 and Beyond, edited by Wilfried and Björn nize numerous emphasis years and large conferences, Engqvist. including one of the landmark conferences in the field At the dawn of the 20th century, it was possible which saw a cascade of solutions to long-standing and for one sage individual to survey the whole of important problems. mathematics: Hilbert’s presentation of twenty- Eric is known by his colleagues and, indeed, through- three problems in 1900 not only gave a sense of out the mathematical world, for his inexhaustible energy. the direction of mathematics, but also helped Those who know him well can attest how much of his time it move forward. is devoted to students, his department, and to the math- ematical community in general. Election to its presidency The scope of mathematics has expanded tre- is one of the highest honors the Society bestows, and one mendously over the last hundred years. Eric richly merits. But, beyond honoring past achieve- ments, the presidency is an office which carries a great Scientific and technological advances, in par- responsibility for the stewardship of the Society. For all the ticular, the explosive growth of computing reasons cited above—his contributions to mathematics, power, have created numerous opportunities his experience both within the Society and in the broader for mathematics and mathematicians. The world mathematical community, and his dedication to core areas did not suffer as a result of the the goals of the AMS—I believe that Eric is an outstanding proliferating areas, quite to the contrary, “pure choice to be our next president. mathematics” is thriving, with the invention of powerful theories, the solution of celebrated problems, and the emergence of unforeseen Nomination of Wilfried Schmid connections between different areas of math- ematics and mathematical physics. Roger Howe Can one eminent mathematician, or a small It is my pleasure and honor to nominate Wilfried Schmid group of eminent mathematicians, afford an for president of the American Mathematical Society. overview of the breadth of today’s mathemat- What qualifications should a president of AMS have? ics? We think not—we present a composite of Certainly, one would want the AMS president to be an many individual views, both out of necessity excellent mathematician. Also, our president should have and conviction…. We hope to provide the a strong sense of mathematics as an enterprise—a broad reader with a glimpse of the great variety and view of the subject, a keen appreciation of its value and the vitality of mathematics as we enter the new its values, and ideas about how to help mathematicians millennium. achieve their best. Moreover, and perhaps most impor- tantly, our president should be able to communicate with Wilfried has also served the mathematics community as nonmathematicians, to promote the value of mathematics, an editor of several journals. In particular, he was a found- and to help the many people who can affect mathematics ing editor of the Journal of the AMS, and managing editor for better or worse, understand why better is better. from 1991 to 1994. I can testify from direct experience, Wilfried Schmid easily satisfies all these criteria. To that as editor he was not a passive recipient of manu- take the second one first, anyone who has been to one scripts, but also was on the lookout for promising articles of Wilfried’s talks knows that he is a superb expositor of that might not otherwise have found their way to JAMS. mathematics. A lecture by Wilfried is like a three ring cir- There is no question, then, that Wilfried embodies a cus. He always has a lot to say, and his talks always involve strong sense of mathematics and that he can communi- a large cast of ideas and several death-defying feats. But cate well with mathematicians. What about with the wider he orchestrates his players—definitions, techniques, and public? One would not expect this to be an issue, since results—so deftly, and weaves in history and motivations Wilfried’s expository skills reflect a clarity and thorough- so skillfully that nobody falls off the trapeze, and a listener ness of thought that he brings to everything he does. goes away with a sense of enlightenment and even awe. However, it is not necessary to speculate. Wilfried has a well-established track record, through his involvement in His expository skill has been recognized by invitations issues of mathematics education. to deliver series of lectures in North and South America, As probably with many of us, Wilfried’s attention Roger Howe is professor of mathematics at Yale University. His to mathematics education started when his daughter email address is [email protected].
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