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An Analogue of Gutzmer's formula for Hermite Expansions

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TextPublication details: Bangalore: Department of Mathematics, Indian Institute of Science: 2007Description: We prove an analogue of Gutzmerâ€™s formula for Hermite expansions. As a consequence we obtain a new proof of a characterisation of the image of L 2 (R n) under the Hermite semigroup. We also obtain some new orthogonality relations for complexified HermiteISBN:

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Item type	Current library	Home library	Collection	Call number	Status	Barcode
Pre-Prints	MATH-LiB General Stack	MATH-LiB	NFIC	MathPP30 (Browse shelf(Opens below))	Not for loan	MathPP30

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Previous	MathPP27 Minimal Triangulations of Manifolds	MathPP28 Some new observations on interpolation in the spectral unit ball	MathPP3 Class of nonpositively curved Kahler manifolds biholomorphic to the unit ball in C^n	MathPP30 An Analogue of Gutzmer's formula for Hermite Expansions	MathPP31 Holomorphic sobolev spaces associated to com pact symmetric spaces	MathPP32 Probabilistic representations of solutions of the forward equations	MathPP33 3-D kinematical Conservation Laws:Equation of Evolution of a Surface.	Next

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An Analogue of Gutzmer's formula for Hermite Expansions

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