References
- Gel’fand , IM and Vilenkin , NY . 1964 . Generalized Functions vol , IV : Academic Press, New York .
- Itô , K . 1953 . Stationary random distributions . Mem. Coll. Sci. Univ. Kyoto. , 28 : 209 – 223 .
- Schwartz , L . 1966 . Théorie des distributions , Paris : Hermann .
- Chung , J , Chung , S-Y and Kim , D . 2003 . Bochner-Schwartz type theorem for conditionally positive definite Fourier hyperfunctions . Positivity. , 7 : 323 – 334 .
- Kim KW, Chung S-Y, Kim D. Fourier hyperfunctions as the boundary values of smooth solutions of heat equations. Publ. RIMS, Kyoto Univ. 1993;29:289–300.
- Chung S-Y, Kim D. Distributions with exponential growth and Bochner-Schwartz theorem for Fourier hyperfunctions. Publ. RIMS, Kyoto Univ. 1995;31:829–845.
- Chung , S-Y , Kim , D and Lee , EG . 1995 . Schwartz kernel theorem for the Fourier hyperfunctions . Tsukuba J. Math. , 19 : 377 – 385 .
- Chung , J , Chung , S-Y and Kim , D . 1996 . Translation invariant and positive definite bilinear Fourier hyperfunctions . Bull. Korean Math. Soc. , 33 : 545 – 551 .
- Lee EG, Kim D. Laplace hyperfunctions. Integral transforms and special functions. 2008;18: 399-407.
- Chung J, Chung S-Y, Kim D. A characterization for Fourier hyperfunctions. Publ. RIMS, Kyoto Univ. 1994;30:203–208.
- Chung J, Kim D. Conditionally positive definite hyperfunctions. Publ. RIMS, Kyoto Univ. 2005;41:385–396.