Armen G. Bagdasaryan

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Person:1739917

Available identifiers

zbMath Open bagdasaryan.armen-gMaRDI QIDQ1739917

List of research outcomes

PublicationDate of PublicationType
Solving third-order linear recurrence relations with applications to number theory and combinatorics2024-03-19Paper
On an arithmetic triangle of numbers arising from inverses of analytic functions2019-04-29Paper
Generalized Thomson problem in arbitrary dimensions and non-Euclidean geometries2018-11-13Paper
On some results concerning generalized arithmetic triangles2018-10-11Paper
Algebraic Characterization of Two Independent Events2018-08-20Paper
Computing the maximum violation of a Bell inequality is an NP-problem2016-10-27Paper
Quantum correlations in two coupled superconducting charge qubits2016-09-19Paper
A combinatorial identity involving gamma function and Pochhammer symbol2016-06-22Paper
Some new identities on the Apostol-Bernoulli polynomials of higher order derived from Bernoulli basis2016-06-16Paper
https://portal.mardi4nfdi.de/entity/Q29387812015-01-15Paper
Analogues of Newton-Girard power-sum formulas for entire and meromorphic functions with applications to the Riemann zeta function2014-11-20Paper
https://portal.mardi4nfdi.de/entity/Q29287272014-11-10Paper
Some New Symmetric Identities for the q-Zeta Type Functions2013-12-25Paper
The Legendre polynomials associated with Bernoulli, Euler, Hermite and Bernstein polynomials2013-12-25Paper
Identities involving the $\left(h,q\right)$-Genocchi polynomials and $\left(h,q\right)$-Zeta-type function2013-12-01Paper
On the modified q-Genocchi numbers and polynomials and their applications2013-11-23Paper
On the partition of R^n by hyperplanes2013-07-31Paper
Some Euler-type formulas for planar graphs2012-11-02Paper
On The Properties Of $q$-Bernstein-Type Polynomials2011-11-21Paper
On a new general method of summation2011-05-11Paper
A Note on the $_{2}F_{1}$ Hypergeometric Function2010-10-14Paper
An elementary and real approach to values of the Riemann zeta function2008-12-10Paper

Research outcomes over time


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