35 citations · 124 across the 10 of their papers we have counts for
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math.CA2007★ 25 cited
(Anti)symmetric multivariate exponential functions and corresponding Fourier transforms
A. Klimyk, J. Patera
We define and study symmetrized and antisymmetrized multivariate exponential functions. They are defined as determinants and antideterminants of matrices whose entries are exponent…
math.CA2007★ 35 cited
(Anti)symmetric multivariate trigonometric functions and corresponding Fourier transforms
A. Klimyk, J. Patera
Four families of special functions, depending on n variables, are studied. We call them symmetric and antisymmetric multivariate sine and cosine functions. They are given as determ…