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Titlu: Methods of Functional Analysis and Topology (MFAT)

Descriere: Methods of Functional Analysis and Topology (MFAT) is a journal publishing original articles and surveys on general methods of functional analysis and topology

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New Definition of
Bahloul Rachid
Rachad Houssame
Abstract
Article (.pdf)
On the reduction of a Gram operator that corresponds to a multirooted graph
Oleksandr Strilets
Article (.pdf)
Laguerre-Bessel Wavelet Packets Transform
Abdelaali Dades
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Hyperstability of some functional equations in modular spaces
Abderrahman Baza
Mohamed Rossafi
Mohammed Mouniane
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Poziţie	Fraza	Pagină	Fragment
1	a mathrm h 2 mathrm s rightarrow	/article/2024/03/mfa...	on some theorems of the second hankel-clifford lipschitz ... Автор: H El Harrak · 2024 — In this paper, we prove the generalization of Titchmarsh's theorem for the second Hankel-Clifford transform for functions satisfying the (m, \mu , 2 )-Hankel- ...
3	mathrm h 2 mathrm s rightarrow	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — Abstract. In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)(x) = j(x)(u\prime \prime (x)) with j(x) ...
4	mathrm k mathrm h 2 rightarrow	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — Abstract. In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)(x) = j(x)(u\prime \prime (x)) with j(x) ...
4	mathrm c 2 mathrm h 6 rightarrow	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — Abstract. In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)(x) = j(x)(u\prime \prime (x)) with j(x) ...
5	mathrm h cdot mathrm m	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — Abstract. In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)(x) = j(x)(u\prime \prime (x)) with j(x) ...
6	x cdot x n	/article/2021/01/mfa...	DIFFEOMORPHISMS OF FOLIATED MANIFOLDS Автор: GM Abdishukurova · 2021 · Цитируется: 6 — Let a point x = (x1,x2, \ cdot \ cdot \ cdot , xn , xn +1) belong to the leaf Lc. Then its coordinates satisfy equation (3.11). Let t \rightarrow Xt( x ) be an integral ...
8	5 10 x leq 0	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)( x ) = j( x )(u\prime \prime ( x )) with j( x ) being a ...
8	mathrm cuo mathrm h 2 rightarrow	/article/2021/01/mfa...	ON ONE PROBLEM OF YU. M. BEREZANSKY Let Bs(H) ... Автор: Y Bogdanskii · 2021 — Abstract. In this article we prove the maximum principle for L-harmonic functions on a Hilbert space, where (Lu)(x) = j(x)(u\prime \prime (x)) with j(x) ...
8	mathrm cao mathrm so 2	/article/2020/03/mfa...	GREEN MEASURES FOR MARKOV PROCESSES Автор: Y Kondratiev · 2020 · Цитируется: 7 — Abstract. In this paper we study Green measures of certain classes of Markov processes. In particular Brownian motion and processes with jump generators ...
17	7 cdot p n 2	/article/2022/03/mfa...	the inner structure of the block jacobi type matrix Автор: M Dudkin · 2022 — Abstract. We present an exact inner structure of the block Jacobi type matrix related to the complex moment problem with the corresponding measure supported.

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