01/10/2026
ANNOUNCING THE 2026 WOLF PRIZE LAUREATES IN MATHEMATICS
The 2026 Wolf Prize in Mathematics is awarded to David Kazhdan of the Hebrew University of Jerusalem and Joseph Bernstein of Tel Aviv University, “for foundational work on representation theory, automorphic forms and algebraic geometry, and their role in creating geometric representation theory.”
Their work helped build a new mathematical language connecting algebra, geometry and representation theory, ideas that now reach across some of the deepest areas of modern mathematics.
Kazhdan introduced Kazhdan’s property (T), a concept that became fundamental in the study of groups and found applications ranging from geometry to logic. Together with George Lusztig, he also developed the Kazhdan–Lusztig basis and polynomials, work that became foundational to geometric representation theory and influential in the Langlands program.
Bernstein reshaped representation theory through the development of D-modules, now a crucial tool in algebraic geometry, representation theory and logic. His work on perverse sheaves, p-adic groups and automorphic forms helped establish major parts of the framework we now call geometric representation theory.
Together, their ideas have created connections between fields that once seemed separate, and changed the way mathematicians understand symmetry, geometry and structure.
Congratulations to David Kazhdan and Joseph Bernstein, the 2026 Wolf Prize Laureates in Mathematics.
Tel Aviv University USA - AFTAU The Hebrew University of Jerusalem