A Class of Integral Identities with Hermitian Matrix Argument

Nagar, Daya Krishna; Gupta, Arjun Kumar; Sánchez Herrera, Luz Estela

info:eu-repo/semantics/article

Registro en:

Nagar, Daya & Gupta, Arjun & Sánchez, Luz. (2006). A Class of Integral Identities with Hermitian Matrix Argument. Proceedings of the American Mathematical Society. 134. 3329-3341. 10.2307/4098042.

0002-9939

https://hdl.handle.net/10495/33794

10.2307/4098042

1088-6826

https://repositorioslatinoamericanos.uchile.cl/handle/2250/9230530

Autor

Nagar, Daya Krishna

Gupta, Arjun Kumar

Sánchez Herrera, Luz Estela

Institución

Universidad de Antioquia (Colombia)

Resumen

ABSTRACT: The gamma, beta and Dirichlet functions have been generalized in several ways by Ingham, Siegel, Bellman and Olkin. These authors defined them as integrals having the integrand as a scalar function of real symmetric matrix. In this article, we have defined and studied these functions when the integrand is a scalar function of Hermitian matrix.

COL0000532

Materias

Funciones

Functions

Matriz hermitiana

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