共查询到20条相似文献,搜索用时 15 毫秒
1.
Chenglong Fang & Jiang Zhou 《数学研究》2021,54(3):227-249
In this paper, 2-microlocal Herz type Besov and Triebel-Lizorkin spaces with
variable exponents are introduced for the first time. Then, we give characterizations of
these spaces by so-called Peetre's maximal functions. Further, the atomic and molecular decompositions of these spaces are obtained. Finally, using the characterizations of
the spaces by local means and molecular decomposition we obtain the wavelet characterizations. 相似文献
2.
HIGHER RADIAL DERIVATIVE OF BLOCH TYPE FUNCTIONS 总被引:2,自引:1,他引:2
In this paper, The integral characterizations of α-Bloch (little α-Bloch) are given in terms of higher radial derivative, and their characterizations of Carleson type measure are obtained. 相似文献
3.
Rong Huang 《Linear algebra and its applications》2010,432(11):2931-388
In this paper, nonsingular totally nonpositive matrices are studied and new characterizations are provided in terms of the signs of minors with consecutive initial rows or consecutive initial columns. These characterizations extend an existing characterization that uses some restrictive hypotheses. 相似文献
4.
对拟内正则序半群给出了在理想和格林关系理论方面的若干刻划。这些刻划推广和扩充了由N.Kehayopulu给出的对内正则序半群的刻划. 相似文献
5.
L-fuzzy子群的L-fuzzy同态 总被引:2,自引:0,他引:2
给出了L-fuzzy子幺半群的概念及刻画.给出了一种真正的L-fuzzy子幺半群间的Lfuzzy同态和L-fuzzy同构等概念.最后证明了L-fuzzy子群在L-fuzzy同态映射和L-fuzzy同构逆映射下不变. 相似文献
6.
Characterizations of the solution set in terms of subdifferentials play an important role in research of mathematical programming. Previous characterizations are based on necessary and sufficient optimality conditions and invariance properties of subdifferentials. Recently, characterizations of the solution set for essentially quasiconvex programming in terms of Greenberg–Pierskalla subdifferential are studied by the authors. Unfortunately, there are some examples such that these characterizations do not hold for non-essentially quasiconvex programming. As far as we know, characterizations of the solution set for non-essentially quasiconvex programming have not been studied yet. In this paper, we study characterizations of the solution set in terms of subdifferentials for non-essentially quasiconvex programming. For this purpose, we use Martínez–Legaz subdifferential which is introduced by Martínez–Legaz as a special case of c-subdifferential by Moreau. We derive necessary and sufficient optimality conditions for quasiconvex programming by means of Martínez–Legaz subdifferential, and, as a consequence, investigate characterizations of the solution set in terms of Martínez–Legaz subdifferential. In addition, we compare our results with previous ones. We show an invariance property of Greenberg–Pierskalla subdifferential as a consequence of an invariance property of Martínez–Legaz subdifferential. We give characterizations of the solution set for essentially quasiconvex programming in terms of Martínez–Legaz subdifferential. 相似文献
7.
Sunil Jacob John 《模糊系统与数学》2009,23(3)
The concepts of covering dimension,small inductive dimension and large inductive dimension for topological spaces are extended to L-topological spaces using the quasi-coincidence relation.Besides getting some characterizations,it is also seen that all these characterizations are good in the sense of Lowen. 相似文献
8.
FENG Lianggui 《中国科学A辑(英文版)》2000,43(6)
For a commutative ring R, its related characterizations are given by investigating the structure and properties of H0R. Furthermore, by virtue of H0 structure, some important characterizations of CPF properties and connected properties on K0R are obtained from related rings. 相似文献
9.
L. Weggler 《Mathematical Methods in the Applied Sciences》2014,37(12):1847-1852
For curvilinear Lipschitz polyhedral domains Ω, explicit characterizations of the tangential trace spaces of H 1(Ω) are presented. These extend the original characterizations given by Buffa and Ciarlet that hold on Lipschitz polyhedral domains with plane faces. The tangential trace spaces of H 1(Ω) are fundamental for the definition, analysis and intuitive understanding of the trace spaces of H ( curl ,Ω) and therefore, more general characterizations of the latter are obtained at the same time. Copyright © 2013 John Wiley & Sons, Ltd. 相似文献
10.
D.E. Ward 《Journal of Mathematical Analysis and Applications》2008,337(2):1182-1189
In this paper, characterizations of the existence of the directional derivative and second-order parabolic directional derivative of a locally Lipschitzian function are established. These characterizations involve the adjacent cone and second-order adjacent set of the graph of the function. 相似文献
11.
R.P Anstee Martin Farber 《Journal of Algorithms in Cognition, Informatics and Logic》1984,5(2):215-230
A (0,1)-matrix is totally balanced if it does not contain as a submatrix the incidence matrix of any cycle of length at least 3. Several alternative characterizations of these matrices are presented. These characterizations follow from properties of strongly chordal graphs, studied by Farber, and maximal totally balanced matrices, studied by Anstee. Using these characterizations, efficient recognition algorithms for totally balanced matrices are presented. In addition, a new completion algorithm for building a maximal totally balanced matrix from an arbitrary totally balanced matrix follows from these results. 相似文献
12.
Donald St. P. Richards 《Annals of the Institute of Statistical Mathematics》1981,33(1):199-204
Summary Stability theorems are derived for various characterizations of the exponential distribution. In particular, we utilize a
method which, to some extent, unifies the proof of stability for a wide class of characterizations. 相似文献
13.
给出了半群中直觉模糊拟理想的等价定义,研究了半群中直觉模糊拟理想的若干性质和刻画,并用直觉模糊拟理想刻画群,完全正则半群和群半格. 相似文献
14.
§1. IntroductionByaBCI-algebrawemeananalgebra(X,,0)oftype(2,0)withthefollowingcondi-tions:(1)((xy)(xz))(zy)=0;(2)(x(xy))y=0;(3)xx=0;(4)xy=yx=0impliesx=y.IfaBCI-algebra(X,,0)satisfies(5)0x=0.thenitiscalledaBCK-algebra.InaBCI-algebra,thef… 相似文献
15.
Various characterizations of optimal solution sets of cone-constrained convex optimization problems are given. The results are expressed in terms of subgradients and Lagrange multipliers. We establish first that the Lagrangian function of a convex program is constant on the optimal solution set. This elementary property is then used to derive various simple Lagrange multiplier-based characterizations of the solution set. For a finite-dimensional convex program with inequality constraints, the characterizations illustrate that the active constraints with positive Lagrange multipliers at an optimal solution remain active at all optimal solutions of the program. The results are applied to derive corresponding Lagrange multiplier characterizations of the solution sets of semidefinite programs and fractional programs. Specific examples are given to illustrate the nature of the results. 相似文献
16.
In this paper, the concepts of conjugative relations and dual conjugative relations are introduced and generalized. Intrinsic
characterizations of them are obtained. In addition, we give algebraic and topological characterizations of posets for which
the relation ≰ is conjugative/dual conjugative. 相似文献
17.
《Applied and Computational Harmonic Analysis》2002,12(2):179-208
The goal of this paper is to provide wavelet characterizations for anisotropic Besov spaces. Depending on the anisotropy, appropriate biorthogonal tensor product bases are introduced and Jackson and Bernstein estimates are proved for two-parameter families of finite-dimensional spaces. These estimates lead to characterizations for anisotropic Besov spaces by anisotropy-dependent linear approximation spaces and lead further on to interpolation and embedding results. Finally, wavelet characterizations for anisotropic Besov spaces with respect to Lp-spaces with 0<p<∞ are derived. 相似文献
18.
Kyle Siegrist 《Journal of Theoretical Probability》1994,7(4):725-737
Three fundamental characterizations of the standard exponential distribution on [0, ) are the remaining life, memoryless and constant failure properties. Analogs of these properties are studied for distributions on a class of semigroups in which the semigroup operation replaces addition, a compatible partial order replaces the ordinary order, and a left-invariant measure replaces Lebesgue measure. Partial characterizations of exponential distributions on such semigroups are obtained and the semigroup formulation provides new characterizations of certain aging properties studied in reliability-increasing failure rate, new better than used, and increasing failure rate average. 相似文献
19.
We establish some new and strengthened characterizations ofzonoids and generalized zonoids. These arise from densenessproperties of differences of certain surface area measures.In addition to these new characterizations, we are able to considerablyrelax the differentiability condition in an earlier result ofSchneider. 相似文献
20.
James V. Burke 《Linear algebra and its applications》2006,419(1):37-47
Six characterizations of the polynomial numerical hull of degree k are established for bounded linear operators on a Hilbert space. It is shown how these characterizations provide a natural distinction between interior and boundary points. One of the characterizations is used to prove that the polynomial numerical hull of any fixed degree k for a Toeplitz matrix whose symbol is piecewise continuous approaches all or most of that of the infinite-dimensional Toeplitz operator, as the matrix size goes to infinity. 相似文献