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Bounded composition operator on Lorentz spacesWe study composition operators on Lorentz spaces. In particular, we obtain necessary and sufficient

On Some Discrete Subgroups of The Lorentz GroupSome discrete subgroups of the Lorentz group are found using Fedorov’s parametrization by means

Spinor representation of Maxwell's equations generic objects such as tensors. Thus, the group of Lorentz two-spinors is the covering group

A NEW GENERALIZATION OF BOAS THEOREM FOR SOME LORENTZ SPACES Lambda(q)(omega)Let Lambda(q)(omega), q > 0, denote the Lorentz space equipped with the (quasi) norm parallel to f

Order Sharp Estimates for Monotone Operators on Orlicz–Lorentz ClassesWe consider the monotone operator P, which maps Orlicz-Lorentz class into some ideal space Y

Estimates for continuity envelopes and approximation numbers of generalized bessel potentials over lorentz space constructed over the basic weighted Lorentz space. In particular, we determine continuity envelope function

Spinor-Like Hamiltonian for Maxwellian Optics properties than the more generic objects such as tensors. The group of Lorentz two-spinors is the covering

Generalized boosts with shell structure of the parameter spaceLorentz transformations

A note on the derivation of exact solutions for charged perfect fluid with vanishing Lorentz force be generalized to a charged perfect fluid solution with a vanishing Lorentz force if a particular condition

MODULUS OF CONTINUITY FOR BESSEL TYPE POTENIIAL OVER LORENTZ SPACE of the generalized Bessel potentials constructed over the basic weighted Lorentz space. © 2021. The L.N. Gumilyov

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