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2007•Canadian Mathematical BulletinOpen access

Beurling's Theorem and Characterization of Heat Kernel for Riemannian Symmetric Spaces of Noncompact Type

Rudra P. Sarkar, Jyoti Sengupta

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Abstract

Abstract We prove Beurling's theorem for rank 1 Riemannian symmetric spaces and relate its consequences with the characterization of the heat kernel of the symmetric space.

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Abstract We prove Beurling's theorem for rank 1 Riemannian symmetric spaces and relate its consequences with the characterization of the heat kernel of the symmetric space.

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OpenAlex reports 13 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

Abstract We prove Beurling's theorem for rank 1 Riemannian symmetric spaces and relate its consequences with the characterization of the heat kernel of the symmetric space.

Key concepts: Mathematics, Heat kernel, Characterization (materials science), Pure mathematics, Type (biology), Kernel (algebra), Mathematical analysis, Ecology

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