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Generalized Fourier-Mehler transforms on white noise functional spaces

Generalized Fourier-Mehler transforms on white noise functional spaces
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摘要 A new (non-unitary) representation of the general linear group of white noise space on Hida’s test and distribution spaces is presented. The relevant representative operators are natural generalization of Fourier-Mehler transforms. A new (non-unitary) representation of the general linear group of white noise space on Hida’ s test and distribution spaces is presented. The relevant representative operators are natural generalization of Fourier-Mehler transforms.
机构地区 Chinese Acad Sci
出处 《Chinese Science Bulletin》 SCIE EI CAS 1998年第16期1321-1325,共5页
基金 ThisworkwassupportedbytheNationalNaturalScienceFoundationofChina (GrantNo .196 310 30 )
关键词 WHITE noise CALCULUS general linear group Fourier-Mehler transforms Laplacians. white notse calculus general linear group Fourier-Mehler transforms Laplaclans
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