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Thermodynamics of a generalized graphene-motivated (2+1) D Gross-Neveu model beyond the mean field within the Beth-Uhlenbeck approachWe investigate the thermodynamics at finite density of a generalized $(2 + 1)$D Gross-Neveu model

Nonperturbative Kinetic Description of Electron-Hole Excitations in Graphene in a Time Dependent Electric Field of Arbitrary Polarization electromagnetic fields in D=3+1 QED we construct a nonperturbative kinetic approach to electron-hole excitations

Blaschke C* -algebras© 2020, PleiadesT Publishing,T Ltd. Abstract: In the paper we introduce the notion of the Blaschke

Bayesian analysis of multimessenger M-R data with interpolated hybrid EoS superconducting with the dimensionless diquark coupling approximately fulfilling the Fierz relation ηD= 0

On the Blaschke Factors in PolydiskThe purpose of this work is to construct a multidimensional analogue of the Blaschke factors

Analog of theWeierstrass Theorem and the Blaschke Product for A(z)-analytic Functions(z)-analytic functions analogs of the Weierstrass theorem and of the Blaschke theorem are proved

О точности экстремальных произведений Бляшке относительно специальных весов

О граничных значениях произведения Bα произведения Вα не могут принадлежать классу D²₀ - аналитических в единичном круге функций с конечным

On the Differentiation in the Privalov Classes

О граничных значениях частного произведений Джрбашяна и Бляшке

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