Add to ORKGIntegral and Series equations are very useful in the theory of elasticity, elastostatics , diffraction theory and acoustics. Particularly these equations are very much useful in finding the solution of crack problems of fracture mechanics. In this paper solution of simultaneous triple series equations associated with Laguerre polynomials with matrix argument has been obtained , which arises in the Crack problems of Fracture Machanics. Keywords: Integral equations, Series equations , Laguerre polynomials, Matrix argument
AbstractThis paper presents an application of Laguerre matrix polynomial series to the numerical inv...
SummaryBy employing an interesting modification of the familiar multiplying-factor technique, which ...
An exact solution is obtained for the dual series equations involving generalized Laguerre polynomia...
AbstractIt is shown how a certain class of triple series equations involving the generalized Laguerr...
AbstractBy applying a generalization of the multiplying factor technique employed by several earlier...
The multi-indexed Laguerre and Jacobi polynomials form a complete set of orthogonal polynomials. The...
AbstractBy employing an interesting modification of the familiar multiplying-factor technique, which...
SummaryBy employing an interesting modification of the familiar multiplying-factor technique, which ...
AbstractBy employing an interesting modification of the familiar multiplying-factor technique, which...
AbstractAn exact solution for some dual series equations involving Jacobi polynomials is obtained. R...
I give a combinatorial interpretation of the multiple Laguerre polynomials of the first kind of type...
AbstractAn exact solution for some dual series equations involving Jacobi polynomials is obtained. R...
The multi-indexed Laguerre and Jacobi polynomials form a complete set of orthogonal polynomials. The...
AbstractThis paper presents an application of Laguerre matrix polynomial series to the numerical inv...
AbstractThe expansion of products of generalized Laguerre polynomials Lνn(x) in terms of a series of...
AbstractThis paper presents an application of Laguerre matrix polynomial series to the numerical inv...
SummaryBy employing an interesting modification of the familiar multiplying-factor technique, which ...
An exact solution is obtained for the dual series equations involving generalized Laguerre polynomia...
AbstractIt is shown how a certain class of triple series equations involving the generalized Laguerr...
AbstractBy applying a generalization of the multiplying factor technique employed by several earlier...
The multi-indexed Laguerre and Jacobi polynomials form a complete set of orthogonal polynomials. The...
AbstractBy employing an interesting modification of the familiar multiplying-factor technique, which...
SummaryBy employing an interesting modification of the familiar multiplying-factor technique, which ...
AbstractBy employing an interesting modification of the familiar multiplying-factor technique, which...
AbstractAn exact solution for some dual series equations involving Jacobi polynomials is obtained. R...
I give a combinatorial interpretation of the multiple Laguerre polynomials of the first kind of type...
AbstractAn exact solution for some dual series equations involving Jacobi polynomials is obtained. R...
The multi-indexed Laguerre and Jacobi polynomials form a complete set of orthogonal polynomials. The...
AbstractThis paper presents an application of Laguerre matrix polynomial series to the numerical inv...
AbstractThe expansion of products of generalized Laguerre polynomials Lνn(x) in terms of a series of...
AbstractThis paper presents an application of Laguerre matrix polynomial series to the numerical inv...
SummaryBy employing an interesting modification of the familiar multiplying-factor technique, which ...
An exact solution is obtained for the dual series equations involving generalized Laguerre polynomia...