Nguyễn Thảo | Banking University of Ho Chi Minh City (original) (raw)

Nguyễn Thảo

Address: Hanoi, Thanh Pho Ha Noi, Vietnam

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Papers by Nguyễn Thảo

Research paper thumbnail of On the Fourier cosine-Kontorovich-Lebedev generalized convolution transforms

Applications of Mathematics, 2013

Research paper thumbnail of no understand

Математические заметки, 2000

Research paper thumbnail of A basis analog of theH-function of several variables

Mathematical Notes, 2000

In the present paper we construct a basis analog of the H-function of several variables with the ... more In the present paper we construct a basis analog of the H-function of several variables with the kernel depending on the products of q-gamma functions, including, for example, the H-function and the G-function of n variables. We obtain a sufficient condition for the convergence of the basis analog of the H-function of n variables, integral representations, and contiguous relations.

Research paper thumbnail of A Fourier generalized convolution transform and applications to integral equations

Fractional Calculus and Applied Analysis, 2012

We introduce an integral transform related to a Fourier sine-Fourier -Fourier cosine generalized ... more We introduce an integral transform related to a Fourier sine-Fourier -Fourier cosine generalized convolution and prove a Watson type theorem for the transform. As applications we obtain solutions of some integral equations in closed form.

Research paper thumbnail of On the Fourier cosine-Kontorovich-Lebedev generalized convolution transforms

Applications of Mathematics, 2013

Research paper thumbnail of no understand

Математические заметки, 2000

Research paper thumbnail of A basis analog of theH-function of several variables

Mathematical Notes, 2000

In the present paper we construct a basis analog of the H-function of several variables with the ... more In the present paper we construct a basis analog of the H-function of several variables with the kernel depending on the products of q-gamma functions, including, for example, the H-function and the G-function of n variables. We obtain a sufficient condition for the convergence of the basis analog of the H-function of n variables, integral representations, and contiguous relations.

Research paper thumbnail of A Fourier generalized convolution transform and applications to integral equations

Fractional Calculus and Applied Analysis, 2012

We introduce an integral transform related to a Fourier sine-Fourier -Fourier cosine generalized ... more We introduce an integral transform related to a Fourier sine-Fourier -Fourier cosine generalized convolution and prove a Watson type theorem for the transform. As applications we obtain solutions of some integral equations in closed form.

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