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Equivalence classes of block Jacobi matrices by Kozhan, Rostyslav is a scholarly article available to read on EtoBox.

What is Equivalence classes of block Jacobi matrices about?

The paper contains two results on the equivalence classes of block Jacobi matrices: first, that the Jacobi matrix of type 2 in the Nevai class has A_n coefficients converging to 1, and second, that under an L1-type condition on the Jacobi coefficients, equivalent Jacobi matrices of type 1, 2 and 3 are pairwise asymptotic.

Author

Kozhan, Rostyslav

Published

2009

Language

EN