Mohammad Ayman Mursaleen

collaborators

2 papers

math.NA2018

The eigenvalue distribution of special $2$ -by- $2$ block matrix sequences, with applications to the case of symmetrized Toeplitz structures

Paola Ferrari, Isabella Furci, Sean Hon +2

Given a Lebesgue integrable function $f$ over $[0, 2 π]$ , we consider the sequence of matrices ${Y_{n} T_{n} [f]}_{n}$ , where $T_{n} [f]$ is the $n$ -by- $n$ Toeplitz matrix generated by $f$ an…

math.NA2018

A note on the spectral distribution of symmetrized Toeplitz sequences

Sean Hon, Mohammad Ayman Mursaleen, Stefano Serra-Capizzano

The singular value and spectral distribution of Toeplitz matrix sequences with Lebesgue integrable generating functions is well studied. Early results were provided in the classica…

The eigenvalue distribution of special 2-by-2 block matrix sequences, with applications to the case of symmetrized Toeplitz structures

A note on the spectral distribution of symmetrized Toeplitz sequences

The eigenvalue distribution of special $2$ -by- $2$ block matrix sequences, with applications to the case of symmetrized Toeplitz structures