AbstractAn algebraic method is given for the power series expansions of the Jacobi elliptic functions, based on the properties of the algebra associated with differential equations defining the functions
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
AbstractThe Jacobi–Stirling numbers were discovered as a result of a problem involving the spectral ...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
AbstractAn algebraic method is given for the power series expansions of the Jacobi elliptic function...
AbstractIn this work, a new generalized Jacobi elliptic function rational expansion method is based ...
AbstractVarious properties of Jacobian elliptic functions can be put in a form that remains valid un...
We state and discuss numerous new mathematical identities involving Jacobi elliptic functions sn(x,m...
The simplest formulas connecting Jacobi elliptic functions with different modulus parameters were fi...
AbstractWe present a new proof of the Nehari-Gilbert theorem that deals with the location of singula...
We derive a number of local identities involving Jacobi elliptic functions and use them to obtain se...
The result obtained in this paper is as follows: The series Σni[((p + 1)(p +3)…(p +2n -1)) ÷(2nn!) ...
AbstractIn this paper, the product of a Jacobi polynomial and function is shown to generate the Jaco...
We establish a generalization of Jacobi's elegantissima, which solves the pendulum equation. This am...
As the fourth paper of our series of papers concerned with axiomatic differential geometry, this pap...
AbstractRecurrence relations are given for the Jacobi series coefficients of functions which satisfy...
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
AbstractThe Jacobi–Stirling numbers were discovered as a result of a problem involving the spectral ...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
AbstractAn algebraic method is given for the power series expansions of the Jacobi elliptic function...
AbstractIn this work, a new generalized Jacobi elliptic function rational expansion method is based ...
AbstractVarious properties of Jacobian elliptic functions can be put in a form that remains valid un...
We state and discuss numerous new mathematical identities involving Jacobi elliptic functions sn(x,m...
The simplest formulas connecting Jacobi elliptic functions with different modulus parameters were fi...
AbstractWe present a new proof of the Nehari-Gilbert theorem that deals with the location of singula...
We derive a number of local identities involving Jacobi elliptic functions and use them to obtain se...
The result obtained in this paper is as follows: The series Σni[((p + 1)(p +3)…(p +2n -1)) ÷(2nn!) ...
AbstractIn this paper, the product of a Jacobi polynomial and function is shown to generate the Jaco...
We establish a generalization of Jacobi's elegantissima, which solves the pendulum equation. This am...
As the fourth paper of our series of papers concerned with axiomatic differential geometry, this pap...
AbstractRecurrence relations are given for the Jacobi series coefficients of functions which satisfy...
AbstractWe present algorithms that determine coefficients in the expansions of solutions of linear d...
AbstractThe Jacobi–Stirling numbers were discovered as a result of a problem involving the spectral ...
AbstractA certain family of generating functions for the classical Jacobi polynomials, given earlier...
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