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On the representation of elements of a von Neumann algebra in the form of finite sums of products of projections. III. Commutators in C*-algebras is described in terms of finite sums of commutators of projections and the domain in which the trace
On convergence of implicit finite element method scheme for a solution of a parabolic equation with double degeneration and nonlocal space operator derivatives and the nonlocal (integral) solution characteristic. This equation belongs to the class
Classes of Finite Solutions to the Inverse Problem of the Logarithmic Potential give examples of finite solvability of the inverse problems.
Finite solutions to the inverse problem of the logarithmic potential examples of the finite solvability of inverse problems.
On the quadratization of the integrals for the many-body problem that preserves all its algebraic integrals is proposed herein. We introduced additional variables, namely
Invariants of the action of a semisimple finite-dimensional Hopf algebra on special algebrasIn this paper we extend classical results of the invariant theory of finite groups to the action
Economic Integration in Africa: Specifics and Problems in Terms of GlobalizationEconomic integration in Africa has gone a long way. Its basis in terms of globalization is both
Invariants of finite Hopf algebras schemes to the actions of finite Hopf algebras on commutative rings. Topics considered include integrality
Exact self-consistent plane-symmetric solutions of the spinor-field equation with a nonlinear term that depends on the S2 - P2 invariant energy Ef = ∫+∞ -∞ T0 0 √-3gdx (upon integration over y and z between finite limits), and an everywhere
Сharacterizations of Layer-Finite Groups
and Their ExtensionsIn the paper we review the results characterizing layer-finite groups and almost layer-finite
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