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- W113999768 abstract "In this paper the wavelet transformation on Gelfand and Shilov spaces of type WM ( n ), W ( n ) and W M ( n ) is studied. It is shown that W : WM ( n ) ! WM ( n ◊ n), W : W ( n ) ! W ( n ◊ n) and W : W M ( n ) ! W M ( n ◊ n) is linear and continuous where n and n are n-dimensional real numbers and complex numbers. A boundedness result in a generalized Sobolev space is derived." @default.
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- W113999768 date "2009-01-01" @default.
- W113999768 modified "2023-09-26" @default.
- W113999768 title "THE n-DIMENSIONAL CONTINUOUS WAVELET TRANSFORMATION ON GELFAND AND SHILOV TYPE SPACES" @default.
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