An efficient parallel algorithm design for symmetric triple diagonal eigenvalue

Symmetric triple diagonal matrix has always been an active research field. It is of great significance to the theoretical study of computation and its practical application. Based on Jacobi transformation, the paper combines with the symmetric and triple diagonal, and introduces the computation of one-side Jacobi. Then it provides a one-side Jacobi parallel algorithm for symmetric triple diagonal eigenvalue, which has high efficiency by theoretical analysis and computation simulation.