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## Sargsyan, Artsrun A.

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 Author ID: sargsyan.artsrun-a Published as: Sargsyan, A.; Sargsyan, A. A.; Sargsyan, Artsrun; Sargsyan, Artsrun A.
 Documents Indexed: 22 Publications since 2004

#### Co-Authors

 8 single-authored 12 Grigoryan, Martin Gevorgovich 1 Grigoryan, Tigran M. 1 Zink, Robert E.
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#### Serials

 3 Journal of Contemporary Mathematical Analysis. Armenian Academy of Sciences 2 Siberian Mathematical Journal 2 Sbornik: Mathematics 2 Positivity 2 Banach Journal of Mathematical Analysis 1 Journal of Mathematical Analysis and Applications 1 Mathematical Notes 1 Colloquium Mathematicum 1 Journal of Functional Analysis 1 Real Analysis Exchange 1 Russian Mathematics 1 Journal of Function Spaces and Applications 1 Armenian Journal of Mathematics
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#### Fields

 18 Harmonic analysis on Euclidean spaces (42-XX) 8 Abstract harmonic analysis (43-XX) 2 Functional analysis (46-XX) 1 Ordinary differential equations (34-XX) 1 Approximations and expansions (41-XX) 1 Operator theory (47-XX) 1 Numerical analysis (65-XX)

#### Citations contained in zbMATH Open

10 Publications have been cited 35 times in 20 Documents Cited by Year
On the universal function for the class $$L^{p}[0,1]$$, $$p\in (0,1)$$. Zbl 1333.42049
Grigoryan, M. G.; Sargsyan, A. A.
2016
The structure of universal functions for $$L^p$$-spaces, $$p\in(0,1)$$. Zbl 1392.42027
Grigoryan, Martin G.; Sargsyan, Artsrun A.
2018
Universal function for a weighted space $$L^1_{\mu}[0,1]$$. Zbl 1378.42015
Sargsyan, Artsrun; Grigoryan, Martin
2017
Non-linear approximation of continuous functions by the Faber-Schauder system. Zbl 1153.42014
Grigorian, M. G.; Sargsyan, A. A.
2008
On the universal function for weighted spaces $$L^p_{\mu}[0,1], p\geq1$$. Zbl 1382.42016
Grigoryan, Martin; Grigoryan, Tigran; Sargsyan, Artsrun
2018
On the coefficients of the expansion of elements from $$C[0,1]$$ space by Faber-Schauder system. Zbl 1229.42032
Grigoryan, M. G.; Sargsyan, A. A.
2011
Unconditional $$C$$-strong property of Faber-Schauder system. Zbl 1160.42316
Grigoryan, M. G.; Sargsyan, A. A.
2009
On the structure of universal functions for classes $$L^p[0,1)^2$$, $$p\in(0,1)$$, with respect to the double Walsh system. Zbl 1418.42044
Grigoryan, Martin; Sargsyan, Artsrun
2019
Quasiuniversal Fourier-Walsh series for the classes $$L^p[0, 1]$$, $$p > 1$$. Zbl 1409.42021
Sargsyan, A. A.
2018
On existence of a universal function for $$L^p[0, 1]$$ with $$p\in(0, 1)$$. Zbl 1361.42028
Grigoryan, Martin G.; Sargsyan, A. A.
2016
On the structure of universal functions for classes $$L^p[0,1)^2$$, $$p\in(0,1)$$, with respect to the double Walsh system. Zbl 1418.42044
Grigoryan, Martin; Sargsyan, Artsrun
2019
The structure of universal functions for $$L^p$$-spaces, $$p\in(0,1)$$. Zbl 1392.42027
Grigoryan, Martin G.; Sargsyan, Artsrun A.
2018
On the universal function for weighted spaces $$L^p_{\mu}[0,1], p\geq1$$. Zbl 1382.42016
Grigoryan, Martin; Grigoryan, Tigran; Sargsyan, Artsrun
2018
Quasiuniversal Fourier-Walsh series for the classes $$L^p[0, 1]$$, $$p > 1$$. Zbl 1409.42021
Sargsyan, A. A.
2018
Universal function for a weighted space $$L^1_{\mu}[0,1]$$. Zbl 1378.42015
Sargsyan, Artsrun; Grigoryan, Martin
2017
On the universal function for the class $$L^{p}[0,1]$$, $$p\in (0,1)$$. Zbl 1333.42049
Grigoryan, M. G.; Sargsyan, A. A.
2016
On existence of a universal function for $$L^p[0, 1]$$ with $$p\in(0, 1)$$. Zbl 1361.42028
Grigoryan, Martin G.; Sargsyan, A. A.
2016
On the coefficients of the expansion of elements from $$C[0,1]$$ space by Faber-Schauder system. Zbl 1229.42032
Grigoryan, M. G.; Sargsyan, A. A.
2011
Unconditional $$C$$-strong property of Faber-Schauder system. Zbl 1160.42316
Grigoryan, M. G.; Sargsyan, A. A.
2009
Non-linear approximation of continuous functions by the Faber-Schauder system. Zbl 1153.42014
Grigorian, M. G.; Sargsyan, A. A.
2008
all top 5

#### Cited by 7 Authors

 15 Grigoryan, Martin Gevorgovich 9 Sargsyan, Artsrun A. 2 Galoyan, Levon N. 2 Krotov, Veniamin Grigor’evich 1 Grigoryan, G. M. 1 Navasardyan, Karen Arshaluĭsovich 1 Simonyan, L. S.
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#### Cited in 14 Serials

 3 Mathematical Notes 3 Journal of Contemporary Mathematical Analysis. Armenian Academy of Sciences 2 Sbornik: Mathematics 2 Positivity 1 Studia Mathematica 1 Ukrainian Mathematical Journal 1 Colloquium Mathematicum 1 Journal of Approximation Theory 1 Siberian Mathematical Journal 1 Russian Mathematics 1 Journal of Mathematical Sciences (New York) 1 Izvestiya: Mathematics 1 Banach Journal of Mathematical Analysis 1 Advances in Operator Theory

#### Cited in 2 Fields

 20 Harmonic analysis on Euclidean spaces (42-XX) 8 Abstract harmonic analysis (43-XX)