Properties of the Jacobi script v sign3-function and its derivatives under discrete Fourier transforms are investigated, and several interesting results are obtained. The role of modulo N equivalence classes in the theory of script v sign-functions is stressed. An important conjecture is studied. © 2006 American Institute of Physics
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractThe well-known identity which determines the jumps of a function of bounded variation by its...
Properties of the Jacobi Theta(3)-function and its derivatives under discrete Fourier transforms are...
Using a generalized translation operator, we obtain an analog of Younis' theorem [Theorem 5.2, Youni...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
For a wide class of solutions to multiplicatively advanced differential equations (MADEs), a compreh...
We use Jacobi theta functions to construct examples of Jacobi forms over number fields. We determine...
AbstractLetf(qτ, qz)=∑n, rc(n, r)qnτqrzbe a power series whose coefficients satisfy a particular per...
AbstractMultiplicative character theory will be used to reprove results from a paper of Auslander-Fe...
Abstract. After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on ...
We observe that the exact connection coefficient relations transforming modal coefficients of one Ja...
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractThe well-known identity which determines the jumps of a function of bounded variation by its...
Properties of the Jacobi Theta(3)-function and its derivatives under discrete Fourier transforms are...
Using a generalized translation operator, we obtain an analog of Younis' theorem [Theorem 5.2, Youni...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
summary:There are derived the transformative relations for Jacobi zeta functions to the form with re...
For a wide class of solutions to multiplicatively advanced differential equations (MADEs), a compreh...
We use Jacobi theta functions to construct examples of Jacobi forms over number fields. We determine...
AbstractLetf(qτ, qz)=∑n, rc(n, r)qnτqrzbe a power series whose coefficients satisfy a particular per...
AbstractMultiplicative character theory will be used to reprove results from a paper of Auslander-Fe...
Abstract. After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on ...
We observe that the exact connection coefficient relations transforming modal coefficients of one Ja...
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractSeveral characterizations of Jacobi nonsingular sign regular matrices are presented. Moreove...
After reformulating Shintani’s theory of Fourier-Jacobi expansion of automorphic forms on U(2, 1) in...
AbstractThe well-known identity which determines the jumps of a function of bounded variation by its...
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