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Report for the Academic Year 1992-1993 - The Institute Libraries ...

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MATTHEW GURSKY<br />

Partial differential equations; differential<br />

geometry<br />

University of Chicago f<br />

RICHARD HAMILTON<br />

Differential geometry; nonlinear partial<br />

differential equations<br />

University of Cali<strong>for</strong>nia, San Diego •/<br />

ZHENG-CHAO HAN<br />

Nonlinear partial differential equations; global<br />

analysis; differential geometry<br />

Stan<strong>for</strong>d University<br />

DENNIS HEJHAL<br />

Analytic number <strong>the</strong>ory, modular <strong>for</strong>ms<br />

University of Minnesota s<br />

ALEXANDROU HIMONAS<br />

Parital differential equations<br />

University of Notre Dame<br />

LUCAS HSU<br />

Differential geometry and calculus of variations<br />

Ma<strong>the</strong>matical Sciences Research <strong>Institute</strong>,<br />

Berkeley<br />

ALESSANDRA lOZZI<br />

Discrete subgroups of Lie groups; ergodic <strong>the</strong>ory<br />

Ma<strong>the</strong>matical Sciences Research <strong>Institute</strong>,<br />

Berkeley<br />

PUI TAK KAN<br />

Nonlinear partial differential equations<br />

University of Wisconsin, Madison<br />

NICOLAOS KAPOULEAS<br />

Differential geometry and partial differential<br />

equations<br />

Brown University<br />

GEORG KELLER<br />

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

Max-Planck-Institut fur Physik, Germany •<br />

BRUCE KLEINER<br />

Differential geometry<br />

University of Pennsylvania<br />

MAXIM KONTSEVICH<br />

Algebraic geometry and ma<strong>the</strong>matical physics<br />

Max-Planck-Institut fur Ma<strong>the</strong>matik,<br />

Germany -j<br />

THE SCHOOL OF MATHEMATICS<br />

s<br />

NICHOLAS KOREVAAR<br />

Geometric analysis<br />

University of Utah<br />

ROBERT KUSNER<br />

Differential geometry and variational problems<br />

University of Massachussets, Amherst<br />

JOSEPH LANDSBERG<br />

Geometry<br />

University of Pennsylvania<br />

YNG-ING LEE<br />

Differential and symplectic geometry<br />

Stan<strong>for</strong>d University<br />

JAMES LEPOWSKY<br />

Con<strong>for</strong>mal field <strong>the</strong>ory, Kac-Moody Lie algebras<br />

Rutgers University •/<br />

TONG LI<br />

Nonlinear parabolic and hyperbolic partial<br />

differential equations<br />

Courant <strong>Institute</strong> • v<br />

KEQIN LIU<br />

Quantum groups<br />

University of Alberta, Canada<br />

HARTMUT MAENNEL<br />

Number <strong>the</strong>ory<br />

Max-Planck-Institut fur Ma<strong>the</strong>matik, Germany<br />

GEORGE MAJDA<br />

Numerical solution of partial differential<br />

equations<br />

Ohio State University<br />

ANTONIOS MELAS<br />

Geometric analysis<br />

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

MARIO MILMAN<br />

Real and harmonic analysis<br />

Florida Atlantic University<br />

DAVID MORRISON<br />

Algebraic geometry<br />

Duke University<br />

JULIA MUELLER<br />

Number <strong>the</strong>ory, Diophantine approximations<br />

Fordham University •/<br />

V Visitor a Research Assistant r Research Associate d Distinguished Visitor<br />

35

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