We show that a class of regular self-adjoint fourth order boundary value problems (BVPs) is equivalent to a certain class of matrix problems.

We show that a class of regular self-adjoint fourth order boundary value problems (BVPs) is equivalent to a certain class of matrix problems.

Nov 8, 2014 · In this study, we construct a certain class of matrix eigenvalue problems correspond to a class of regular fourth-order boundary value ...

Matrix representations of fourth order boundary value problems with periodic boundary conditions · Suqin Ge, Wanyi Wang, Ji-jun Ao · Published in Applied ...

In this study, we construct a certain class of matrix eigenvalue problems correspond to a class of regular fourth-order boundary value problems with ...

We show that a class of regular self-adjoint fourth order boundary value problems (BVPs) is equivalent to a certain class of matrix problems.

Nov 9, 2011 · In this paper we construct a class of fourth order self-adjoint boundary value problems whose spectrum is finite and we find a matrix ...

We show that a class of regular self-adjoint fourth order boundary value problems (BVPs) is equivalent to a certain class of matrix problems.

Introduction. The finite spectrum and corresponding matrix representations of Sturm–Liouville (S–L) problems and fourth-order boundary value problems have ...

In this study, we construct a certain class of matrix eigenvalue problems correspond to a class of regular fourth-order boundary value problems with ...