Shmuel Agmon (2 February 1922 in Tel-Aviv) (Hebrew: שמואל אגמון) is an Israeli mathematician. He is known for his work in analysis and partial differential equations.
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Agmon's contributions to partial differential equations include Agmon's method for proving exponential decay of eigenfunctions for elliptic operators.[1]
Agmon was awarded the 1991 Israel Prize in mathematics.[2] He received the 2007 EMET Prize "for paving new paths in the study of partial-elliptical differential equations and their problematic language and for advancing the knowledge in the field, as well as his essential contribution to the development of the Spectral Theory and the Distribution Theory of Schroedinger Operators."[3] He has also received the Weizmann Prize and the Rothschild Prize.[3]