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strong regularity

THE v-INVARIANT χ2 SEQUENCE SPACES

THE v-INVARIANT χ2 SEQUENCE SPACES

... almost strong regularity of matrices for double sequences and applied these matrices to establish a core theorem and introduced the M −core for double sequences and determined those four dimensional ...

12

An efficient sparse regularity concept

An efficient sparse regularity concept

... “strongregularity condition (4) takes into account the “microscopic” edge distribution within (almost) each pair ( V i , V j ), the “weak” regularity concept from Corollary 3 just provides a ...

36

Double sequence spaces over n normed spaces defined by a sequence of Orlicz functions

Double sequence spaces over n normed spaces defined by a sequence of Orlicz functions

... almost regularity and almost strong regularity of matrices for double se- quences and applied these matrices to establish core theorems and introduced the M-core for double sequences and determined ...

12

1. Norlund space of double entire sequences

1. Norlund space of double entire sequences

... almost strong regularity of matrices for double sequences and applied these matri- ces to establish a core theorem and introduced the M − core for double sequences and determined those four dimensional ...

7

THE χγ2F − SUMMABLE SEQUENCES OF STRONGLY FUZZY NUMBERS

THE χγ2F − SUMMABLE SEQUENCES OF STRONGLY FUZZY NUMBERS

... almost strong regularity of matrices for double sequences and applied these matrices to establish a core theorem and intro- duced the M −core for double sequences and determined those four dimensional ...

11

Convergence of the Proximal Point Method for Metrically Regular
Mappings

Convergence of the Proximal Point Method for Metrically Regular Mappings

... of strong regularity and observed that under this condition the Yosida regularization of the mapping T can be locally monotone even when T is not, and this local monotonicity is sufficient to show local ...

8

Regularity and approximation of strong solutions to rate independent systems

Regularity and approximation of strong solutions to rate independent systems

... the strong convergence of the sequence of numerical approximations defined by their method(s) under conditions of minimal reg- ularity of the solution, that is, without any assumptions on the regularity of ...

33

On the Castelnuovo-Mumford regularity of the cohomology of fusion systems and of the Hochschild cohomology of block algebras

On the Castelnuovo-Mumford regularity of the cohomology of fusion systems and of the Hochschild cohomology of block algebras

... for more background material and references. We note that Benson’s definition of regularity uses the ring T instead of T ev , but the two definitions are equivalent. This can be seen by noting that [18, ...

8

An improved pressure regularity criterion of magnetohydrodynamic equations in critical Besov spaces

An improved pressure regularity criterion of magnetohydrodynamic equations in critical Besov spaces

... pressure regularity cri- teria of the classic Navier-Stokes equations [–] and related fluid models [, ...pressure regularity criterion of the Navier-Stokes equations in the homogeneous Besov space (see ...

10

Existence of solutions to path-dependent kinetic equations and related forward-backward systems

Existence of solutions to path-dependent kinetic equations and related forward-backward systems

... This paper is devoted to path-dependent kinetics equations arising, in particular, from the analysis of the coupled backward – forward sys- tems of equations of mean field games. We present local well-posedness, global ...

16

On P Regularity of Acts

On P Regularity of Acts

... Although strong faithfulness implies P-regularity, but faithfulness does not imply P-regularity, since every mo- noid as an act is faithful, S  0,1, with  is faithful, but as we saw before, is not ...

5

Application of p-regularity theory to the Duffing equation

Application of p-regularity theory to the Duffing equation

... In this paper we used p-regularity theory to prove the existence of solutions of the nonlin- ear Duffing equation and gave an approximate description of the solutions set. Compared with the latter paper by ...

9

An equality for the curvature function of a simple and closed curve on the plane

An equality for the curvature function of a simple and closed curve on the plane

... the regularity assumption on the curve for the equality, we make comments on the relation between the boundary regularity of a Riemann mapping and two important subjects, the Schauder theory and the ...

8

Weak regularity of probability measures

Weak regularity of probability measures

... This paper examines smoothness attributes of probability measures on lattices which indicate regularity, and then discusses weaker forms of regularity; specifically, weakly regular and v[r] ...

6

Algebraic renormalisation of regularity structures

Algebraic renormalisation of regularity structures

... of regularity structures which comes with an explicit and elegant description of a subgroup of their group of ...considered regularity structures with a much smaller group of automorphisms, which lead to a ...

118

On Cyclicity and Regularity of Commuting Matrices

On Cyclicity and Regularity of Commuting Matrices

... Keywords Commuting matrices, cyclicity, regularity, simplicity, non-derogatory sequences.. Sequences of commuting matrices play an important role in linear algebra e.g.[r] ...

5

Walk entropy and walk regularity

Walk entropy and walk regularity

... of degree four and five, i.e., it is not even degree-regular, which resolves the question, mentioned in the concluding remarks in [1], of whether degree-regularity is implied by the existence of a β that maximizes ...

8

Dynamical poroplasticity model with mixed boundary conditions   theory for LM type nonlinearity

Dynamical poroplasticity model with mixed boundary conditions theory for LM type nonlinearity

... low regularity of the ...and regularity of the solutions in a case of the non-coercive models of the monotone-type were left open for the further ...

37

Inner And Outer Regularity Of A Measure

Inner And Outer Regularity Of A Measure

... Here we prove that 𝑡ℎ𝑒 𝑚𝑒𝑎𝑠𝑢𝑟𝑒 𝜇 is called Regular if it is inner regular and as well as outer regular and proves some of the properties of inner regularity and outer regularity.. ([r] ...

6

Regularity Criterion for Weak Solutions to the Navier Stokes Equations in Terms of the Gradient of the Pressure

Regularity Criterion for Weak Solutions to the Navier Stokes Equations in Terms of the Gradient of the Pressure

... Zhang, “Regularity criterion via the pressure on weak solutions to the 3D NavierStokes equations,” Proceedings of the American Mathematical Society, vol.. Ni, “On regularity criteria for[r] ...

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