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Spin 3/2 Particle in External Magnetic Field, the Method of Projective Operators, Algebraic Approach
Bury, A. V., Red’kov, V. M., Semenyuk, O. A., Kisel, V. V.
in terms of confluent hypergeometric functions, 4 different energy spectra are found.
Spin 3/2 Particle in the Presence of Magnetic Field: Tetrad Formalism and Fedorov-Gronskiy Method
Ivashkevich, A. V., Kisel, V. V., Red’kov, V. M., Ishkhanyan, A. M.
solutions in terms of confluent hypergeometric functions. In accordance with the general Fedorov
Spin 3/2 Particle in External Uniform Magnetic Field, the Method of Projective Operators
Kisel, V., Semenyuk, O., Bury, A., Red’kov, V.
for four primary functions. These equations are solved in terms of confluent hypergeometric functions
Convergence of two-dimensional hypergeometric series for algebraic functions
Cherepanskiy, A. N., Tsikh, A. K.
about the description of convergence domains in terms of functional inequalities ρj(|a1|, . . . , |am
Аппроксимации Эрмита-Паде для системы функций Миттаг-Леффлера
Старовойтов, А.П., Starovoitov, A.P.
hypergeometric functions {₁F₁(1,y;jz)}k j=1.
Jacobi-type differential relations for the Lauricella function FD (N)
Bezrodnykh S.I.
For the generalized Lauricella hypergeometric function FD (N), Jacobi-type differential relations
Spin 2 Particle with Anomalous Magnetic Moment in Presence of Uniform Magnetic Field, Exact Solutions and Energy Spectra
Ivashkevich, A. V., Bury, A. V., Red’kov, V. M., Kisel, V. V.
to the confluent hypergeometric functions. In the result, we obtain a 50-component system algebraic equations which
A geometric description of domains whose Hardy constant is equal to 1/4
Avkhadiev F.
inequality holds: the Dirichlet integral of any smooth compactly supported function f on the domain
Spin 1/2 Particle with Two Masses in External Magnetic Field
Ovsiyuk, E. M., Veko, O. V., Voynova, Y. A., Red’kov, V. M., Kisel, V. V., Кисель, В. В., Samsonenko, N. V.
of confluent hypergeometric functions; four series of energy spectrum are found. Numerical study of the spectra
On a New Class of Integrals Involving Generalized Hypergeometric Functions
Adem Kilicman, Shantha Kumari Kurumujji, Arjun K. Rathie, Адем Киликман, Шанта Кумари Курумуджи, Арджун К. Рати
In the theory of hypergeometric and generalized hypergeometric series, classical summation theorems

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