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On the matrix equation for a spin 2 particle in pseudo-Riemannian space-time (II). Separating the variables in spherical coordinates Method in spherical coordinates of the Minkowski space. We separate the variables by diagonalizing the square
On exponential cosmological type solutions in the model with Gauss–Bonnet term and variation of gravitational constant with diagonal cosmological type metrics is adopted, we find solutions with an exponential dependence
Critical temperature of inhomogeneous magnetic superconductor: Effective tensor field approach space to rewrite The Hamiltonian in The new basis, where this interaction is diagonal. In this case
Inner derivations of simple Lie pencils of rank 1 subspace containing 〈E〉 in the space of all diagonal matrices D in M3(P).
Analytic Continuation of Diagonals of Laurent Series for Rational FunctionsWe describe branch points of complete q-diagonals of Laurent series for rational functions
On non-exponential cosmological solutions with two factor spaces of dimensions m and 1 in the Einstein-Gauss-Bonnet model with a Λ-term-term. We restrict the metrics to be diagonal ones and find for certain Λ = Λ(m) class of cosmological
Diagonal reduction algebra and the reflection equation© 2017, Hebrew University of Jerusalem. We describe the diagonal reduction algebra D(gl n
Quantum billiards in multidimensional models with branes cosmological-type diagonal metric is chosen, an electromagnetic composite brane ansatz is adopted and certain
Homological bidimension of biprojective topological algebras and nuclearity, in particular Köthe sequence spaces. It is a well-known result of Khelemskiĭ that biprojective Banach algebras
Digitalization for sustainable development of small towns in russia, include a person in the global space, but it can also limit the world to the diagonal of a digital device
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