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Analytic continuation of the Appell function F 1 and integration of the associated system of equations in the logarithmic case
Bezrodnykh S.I.
The Appell function F1 (i.e., a generalized hypergeometric function of two complex variables) and a
Sharp constants in hardy type inequalities
Avkhadiev F.
hypergeometric functions
On Hypergeometric Functions of Two Variables of Complexity One
Beloshapka, Valerii K., Белошапка, Валерий К.
For a series of examples of Horn systems and the Lauricella system for functions of two variables
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., Samsonenko N.V.
of confluent hyper-geometric functions; four series of energy spectrum are found. Numerical study
Applications of Two Summation Theorems of Gosper for the ₅F₄ Hypergeometric Series
Qureshi, M. I., Paris, R. B., Kashif Khan, M., Куреши, М. И., Парис, Р. Б., Кашиф Хан, М.
–Daoust double hypergeometric function
Spin ½ particle with anomalous magnetic moment in presence of external magnetic field, exact solutions
Kisel, V. V., Ovsiyuk, E. M., Red'kov, V. M., Кисель, В. В.
of confluent hypergeometric functions.
Domains of Convergence for A-hypergeometric Series and Integrals
Nilsson, Lisa, Passare, Mikael, Tsikh, August K., Нильсон, Лиса, Пассаре, Микаэль, Цих, Август К.
We prove two theorems on the domains of convergence for A-hypergeometric series and for associated
Derivatives of Horn's hypergeometric functions G1, G2, Γ1, and Γ2 with respect to their parameters
Agarwal P., Shehata A., Moustafa S.I., Jain S.
We establish the nth-order derivatives of Horn hypergeometric functions G1, G2, Γ1, and Γ2
Новое выражение для гипергеометрической функции 3F2(1)
Лашкевич, В. И., Садовский, А. А., Соловцова, О. П.
New expression for hypergeometric function 3F2(1)
Domains of convergence for Ahypergeometric series and integrals
Lisa, Nilsson, Mikael, Passare, August K. Tsikh
We prove two theorems on the domains of convergence for A-hypergeometric series and for associated

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