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The equations of Wilson's renormalization group in dimension 4 and analytic renormalizationWilson's renormalization group equations are introduced and investigated in the framework
The equations of Wilson's renormalization group in dimension 4 and analytic renormalizationWilson's renormalization group equations are introduced and investigated in the framework
Equivalence of Entropy and Renormalized Solutions of Anisotropic Elliptic Problem in Unbounded Domains with Measure Data establish uniqueness of entropy and renormalized solutions of the Dirichlet problem in anisotropic Sobolev
P-adic ψ4-theory as a functional equation problem. Simple renormalization procedure, using the solution of this functional equation, is discussed
Renormalization-group transformation in a 2n-component fermionic hierarchical model.nition of the renormalization-group fixed points reduces to a solution of a system of algebraic equations. We investigate
Holographic Renormalization Group Flow in Anisotropic MatterWe consider holographic renormalization group flow equations in an anisotropic quark—gluon plasma
Renormalization-group transformation in a 2n-component fermionic hierarchical model.nition of the renormalization-group fixed points reduces to a solution of a system of algebraic equations. We investigate
P-adic ψ4-theory as a functional equation problem. Simple renormalization procedure, using the solution of this functional equation, is discussed
On Solutions of Elliptic Equations with Variable Exponents and Measure Data in R is shown to be a renormalized solution.
Entropy and renormalized solutions of anisotropic elliptic equations with variable nonlinearity exponents renormalized solution of the problem under consideration.
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