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Vahe Gnelovich Sargsyan

Observed names: Sargsyan, V., V G Sargsyan, V. G. Sargsyan, Vage G. Sargsyan, Vahe G. Sargsyan, Vahe Sargsyan
ORCID: 0000-0001-7861-983X
Observed ORCID: 0000-0001-7861-983X
OpenAlex ID: A5010026696
Counting sumsets and differences in an abelian group
2015 · V. G. Sargsyan · Journal of Applied and Industrial Mathematics · 6
The number of differences in groups of prime order
2013 · V. G. Sargsyan · Discrete Mathematics and Applications · 6
Число разностей в группах простого порядка
2013 · Ваге Гнелович Саргсян, Vahe Gnelovich Sargsyan · Дискретная математика · 4
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Asymptotics of the logarithm of the number of (k, l)-sum-free sets in an Abelian group
2015 · Vage G. Sargsyan · Discrete Mathematics and Applications · 3
Asymptotics for the logarithm of the number of k-solution-free collections in Abelian groups
2023 · Vahe Sargsyan · AIP conference proceedings · 2
Асимптотика логарифма числа множеств, $(k,l)$-свободных от сумм, в абелевой группе
2014 · Ваге Гнелович Саргсян, Vahe Gnelovich Sargsyan · Дискретная математика · 2
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Counting (k,l)-sumsets in groups of prime order
2012 · Sargsyan, V. · arXiv (Cornell University) · 2
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Counting k-sumsets in groups of prime order
2012 · V. G. Sargsyan · Discrete Mathematics and Applications · 2
Maximal k-Sum-Free Collections in an Abelian Group
2024 · Vahe Sargsyan · Pattern Recognition and Image Analysis · 1
Maximal k-Sum-Free Collections in an Abelian Group
2023 · Vahe Sargsyan · Computer Science and Information Technologies (CSIT) · 1
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The number of sumsets in Abelian group
2020 · Aleksandr A. Sapozhenko, Vahe G. Sargsyan · Discrete Mathematics and Applications · 1
Asymptotics of logarithm of number of tuples, (k,l)-free of solutions, on a segment of natural numbers
2022 · Vahe Gnelovich Sargsyan · Academician O.B. Lupanov International Scientific Seminar "Discrete Mathematics and Its Applications"
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Asymptotics for the logarithm of the number of k-solution-free sets in Abelian groups
2019 · Aleksandr A. Sapozhenko, Vahe G. Sargsyan · Discrete Mathematics and Applications
Asymptotics for the Logarithm of the Number of (k, l)-Solution-Free Collections in an Interval of Naturals
2019 · A. A. Sapozhenko, V. G. Sargsyan · Journal of Applied and Industrial Mathematics
The Number of k-Sumsets in an Abelian Group
2018 · A. A. Sapozhenko, V. G. Sargsyan · Journal of Applied and Industrial Mathematics
Асимптотика логарифма числа наборов, $k$-свободных от решений, в абелевых группах
2018 · Aleksandr Antonovich Sapozhenko, Vahe Gnelovich Sargsyan · Дискретная математика
Число сумм в Абелевой группе
2018 · Aleksandr Antonovich Sapozhenko, Vahe Gnelovich Sargsyan · Дискретная математика
Estimates of the number of ( k , l )-sumsets in the finite Abelian group
2017 · Vahe G. Sargsyan · Discrete Mathematics and Applications
Оценки числа $(k,l)$-сумм в конечной абелевой группе
2016 · Vahe Gnelovich Sargsyan · Дискретная математика
On the maximum size of a k-zero-free set in an abelian group
2013 · V. G. Sargsyan · Journal of Applied and Industrial Mathematics
Asymptotics for the logarithm of the number of (k, l)-sum-free sets in groups of prime order
2012 · V. G. Sargsyan · Moscow University Computational Mathematics and Cybernetics
О числе $k$-сумм в группах простого порядка
2012 · В Г Саргсян, V G Sargsyan · Дискретная математика
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Works count: 22
Citation count: 30
H-index: 3
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