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Report for the Academic Years 1987-1988 and 1988-1989

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PETER B. KRONHHMER<br />

Balliol College, University of Ox<strong>for</strong>d,<br />

United Kingdom<br />

Differential geometry, hyperkahler manifolds,<br />

Yang-Mills <strong>the</strong>ory<br />

SHRAWAN KUMAR<br />

Tata Institute of Fundamental Research,<br />

Bombay, India<br />

Geometry <strong>and</strong> topology of Kac-Moody groups<br />

<strong>and</strong> <strong>the</strong>ir flag varieties<br />

PHILIP KUTZKO<br />

University of Iowa, Iowa City<br />

Representation <strong>the</strong>ory of p-adic groups<br />

MICHAEL LARSEN<br />

Princeton Unii^rsity<br />

Arithmetic algebraic geometry<br />

DIMITRY A. LETTES<br />

Stockholm University, Sweden<br />

Supermanifold <strong>the</strong>ory <strong>and</strong> its applications to<br />

ma<strong>the</strong>matical physics<br />

ELLIOTT LIEB<br />

Princeton University<br />

Ma<strong>the</strong>matical physics<br />

JORAM LINDENSTRAUSS<br />

• s<br />

- s<br />

Hebrew University, Jerusalem ,<br />

THE SCHOOL OF MATHEMATICS<br />

Israel<br />

Convexity, Banach spaces, nonlinear<br />

fiinctional analysis<br />

GEORGE LUSZTIG<br />

• f<br />

Massachusetts Institute of Technology,<br />

Cambridge, Massachusetts<br />

Representations of finite <strong>and</strong> p-adic groups F<br />

DAVID C. MANDERSCHHD<br />

University of Iowa, Iowa City<br />

Representation <strong>the</strong>ory of p-adic groups<br />

HISAYOSI MATUMOTO<br />

Massachusetts Institute of Technology,<br />

Cambridge, Massachusetts<br />

Representation <strong>the</strong>ory of semisimple<br />

Lie groups, algebraic analysis<br />

DIANE MEUSER<br />

Boston University, Boston, Massachusetts<br />

Number <strong>the</strong>ory, algebraic geometry<br />

V Visitor - A<br />

VITAUMILMAN<br />

Tel Aviv University, Tel Aviv, Israel<br />

Functional analysis, convexity, isoperimetric<br />

inequalities<br />

• F<br />

JAMES S. MILNE<br />

University of Michigan, Ann Arbor<br />

Arithmetic geometry F<br />

MICHAL MISIUREWICZ<br />

Institute of Ma<strong>the</strong>matics ,<br />

Warsaw, Pol<strong>and</strong><br />

Dynamical systems<br />

LAWRENCE E. MORRIS<br />

• s<br />

University of<br />

Clark University, Worcester, Massachusetts<br />

Representation <strong>the</strong>ory of p-adic groups<br />

MOTOHICO MULASE<br />

University of Cali<strong>for</strong>nia, Los Angeles<br />

Global analysis, algebraic analysis, infinite<br />

dimensional geometry<br />

ALAN M. NADEL<br />

Harvard University, Cambridge, Massachusetts<br />

Complex algebraic geometry<br />

TSU-ANN PENG<br />

National University of Singapore, Singapore<br />

Group <strong>the</strong>ory vs<br />

JONATHAN PILA<br />

Stan<strong>for</strong>d University, Stan<strong>for</strong>d, Cali<strong>for</strong>nia<br />

Number <strong>the</strong>ory, algorithmic problems<br />

IGOR RHDER<br />

University of Oklahoma, Norman<br />

Algebraic geometry<br />

ROGER W. RICHARDSON<br />

Austrahan National University, Canberra<br />

Algebraic groups, ma<strong>the</strong>matics F<br />

PAUL F. RINGSETH<br />

University of Michigan, Ann Arbor<br />

Automorphic <strong>for</strong>ms, Selberg trace <strong>for</strong>mula<br />

THOMAS B. RUSHING<br />

University of Utah, Sah Lake City<br />

Geometric topology<br />

MAREK R. RYCHLIK<br />

University of Washington, Seattle<br />

Dynamical systems<br />

Research Assislmtl R- Research Associate D Distinguished Visitor<br />

49

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