Regularity properties
Maximal regularity properties of Agranovich Vishik type abstract elliptic operators in the half plane
... In this work, Agranovich-Vishik type abstract elliptic operators in the half-plane are studied. We derive maximal regularity properties of these operators in UMD-valued Sobolev spaces. Our main aim is to ...
15
MoL 2007 11: Regularity Properties and Determinacy
... of regularity property, D, where a set of reals A is determined if its corresponding game is ...“mother regularity property”, one which subsumes and implies all the ...“mother regularity property” is ...
55
Regularity properties of degenerate convolution-elliptic equations
... maximal regularity properties of the Cauchy problem for a degenerate abstract parabolic equation in mixed L p norms, boundary value problems for degenerate ...
19
The Theoretical Regularity Properties of the Normalized Quadratic Consumer Demand Model
... We conduct a Monte Carlo study of the global regularity properties of the Normalized Quadratic model. We particularly investigate monotonicity violations, as well as the performance of methods of locally ...
24
PP 2003 11: Silver Measurability and its Relation to other Regularity Properties
... set A is said to be weakly P -measurable if there is a T ∈ P such that either [T ] ⊆ A or [T ] ∩ A = ∅ . In general, the notion of weak measurability is not a statement about the regularity of a set: a set can ...
14
Strictly webbed spaces and regularity properties of inductive limits
... Since property K implies locally Baire (see [4, Theorem 2]), this theorem proves that for strictly webbed spaces, property K implies local completeness. This answers Gilsdorf’s question 3.2 in [4] in a negative way. ...
5
PP 2009 25: Forcing Absoluteness and Regularity Properties
... For instan e, Judah and Shelah proved that the Baire property of all 12 -sets is equivalent to the trans enden e statement \for all reals x, there is a Cohen real over L[x℄" [19℄; simila[r] ...
32
Parameter-dependent Stokes problems in vector-valued spaces and applications
... Note that the existence of weak or strong solutions and regularity properties for the classical Stokes problems has been extensively studied, e.g., in [–]. There is an extensive literature on the ...
17
A priori error estimates for numerical methods for scalar conservation laws. Part III: multidimensional flux-splitting Monotone schemes on non-Cartesian grids
... the regularity properties of the approximate solution can compensate for the loss of con- sistency of the scheme thanks to (i) the conservation form of the schemes and to (ii) the so-called consistency of ...
28
A priori error estimates for numerical methods for scalar conservation laws - Part III: Multidimensional flux-splitting monotone schemes on non-Cartesian grids
... the regularity properties of the approximate solution can compensate for the loss of consistency of the scheme thanks to (i) the conservation form of the schemes and to (ii) the so-called consistency of the ...
30
PP 2009 13: Eventually Different Functions and Inaccessible Cardinals
... the regularity properties investigated in this context are derived from forcing notions, and the computation of relative logical strength has been done for many such properties, ...
14
Lattice separation, coseparation and regular measures
... Outer measures associated with lattice measures, lattice separation and coseparation, weak regularity properties of measures.. 1991 AMS SUBJECT CLASSIFICATION CODE.[r] ...
7
Outer measures, measurability, and lattice regular measures
... the interplay between the measurable sets associated with these outer measures, regularity properties of the measures, smoothness properties of the measures, and lattice topological prop[r] ...
8
A Study on Properties of Regularity for Fractional Difference Equations in Stochastic Processes
... its properties that allow to obtain solutions of certain fractional difference ...qualitative properties, Goodrich in a series of papers studied existence of positive solutions and geometrical ...of ...
5
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 strong ...
8
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
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] ...
6
On the Castelnuovo-Mumford regularity of the cohomology of fusion systems and of the Hochschild cohomology of block algebras
... Benson’s regularity conjecture implies that the regularity of the cohomology of a fusion system and that of the Hochschild cohomology of a p-block of a finite group is at most ...the regularity is ...
8
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 those ...
12
Algebraic renormalisation of regularity structures
... algebraic properties of Taylor remainders. Also in this respect, regularity structures provide a far-reaching generalisation of rough paths, expanding Massimiliano Gubinelli’s investigation of the algebraic ...
118