Stanisław Łojasiewicz (9 October 1926 – 14 November 2002) was a Polish mathematician.

Biography

At the end of the 1950s, he solved the problem of distribution division by analytic functions, introducing the %C5%81ojasiewicz inequality. Its solution opened the road to important results in the new theory of partial differential equations. The method established by

Łojasiewicz led him to advance the theory of semianalytic sets, which opened an important chapter in modern analysis. are a series of annual lectures in mathematics given at the Jagiellonian University in honour of Łojasiewicz.

{| class="wikitable"

!Year

!Lecturer

!University

!Country

!Title

|-

|2010

|Shing-Tung Yau

|Harvard University

|China / United States

|Coupled system of Hermitian metrics with Hermitian Yang-Mills system

|-

|2011

|Richard S. Hamilton

|Columbia University

|United States

|The Ricci flow in lower dimensions

|-

|2012

|Bernard Malgrange

|Université Henri Poincaré

|France

|Differential algebraic groups

|-

|2013

|Neil Trudinger

|Australian National University

|Australia

|Optimal transportation in the 21st century

|-

|2014

|Fernando Codá Marquez

|Princeton University

|Brazil / United States

|The min-max theory of minimal surfaces and applications

|-

|2015

|Noga Alon

|Tel Aviv University

|Israel

|Signrank and its applications in combinatorics and complexity

|-

|2017

|Artur Avila

|Instituto Nacional de Matemática Pura e Aplicada / Centre national de la recherche scientifique

|Brazil / France

|One-frequency Schrödinger operators and the almost reducibility conjecture

|-

|2018

|Luis A. Caffarelli

|University of Texas at Austin

|Argentina / United States

|Some models of segregation

|-

|2023

|Maksym Radziwill

|University of Texas at Austin

|Poland / Canada / United States

|Recent developments in analytic number theory

|-

|2024

|László Lovász

|Eötvös Loránd University

|Hungary

|The infinite is a good approximation of the very large finite

|-

|2025

|Peter Sarnak

|Princeton University

|United States

|The complexity of divisors of a number

|-

|2026

|Tom Hutchcroft

|California Institute of Technology / Princeton University

|United Kingdom / United States

|Dimension dependence of critical phenomena

|}

See also

  • Real algebraic geometry

References