點態 的英文怎麼說
中文拼音 [diǎntài]
點態
英文
point condition-
This paper gives a pointwise degeneracy example in system of time - stagnancy of non - autonomy of one dimension. we think that it will widen the field of this system
給出了一維非自治時滯系統點態退化的一個例子,拓寬了該領域的研究。Abstract : this paper gives a pointwise degeneracy example in system of time - stagnancy of non - autonomy of one dimension. we think that it will widen the field of this system
文摘:給出了一維非自治時滯系統點態退化的一個例子,拓寬了該領域的研究。For the research of pointwise geometric property, in this thesis, we creatively introduced pointwise geometric constant
為研究點態幾何性質,本文首創引入點態幾何常數。Weighted lp - approximation with jacobi weights of derivatives by the method of beta operators
運算元加權同時點態逼近At the same time, the values " range of two kinds of nonsquare constants and their values in real inner product space are given. we also discuss the pointwise nonsquare constant in finite dimensional f space
同時給出了兩種點態非方常數的取值范圍,和實內積空間中兩種點態非方常數的值。討論了有限維l ~ p空間的點態非方常數。Studying works from macroproperty into microproperty is a qualitative leap in development of orlicz spaces geometric theory. the paper is consist of four parts
從宏觀性質到點態性質的研究工作是orlicz空間幾何學發展過程中的一個質的飛躍。The pointwise convex modulus of banach space
空間點態凸性模Pointwise estimate forthe rate of convergence of fourier - laplace series
級數收斂速度的點態估計Absorbing the idea of the reference [ 3 ] and based on paper [ 2 ], the approximation theories of the global and pointwise of r + s order derivatives are obtained in the first part ; in the second part, the inequality of stechkin - marchaud type of generalized baskakov is studied
第一節吸收[ 3 ]的思想,在[ 2 ]的基礎上得到了廣義baskakov運算元r + s階導數的點態和整體的逼近定理;第二節研究了廣義baskakov運算元的stechkin ? marchaud型不等式。The pointwise estimate for sz sz - kantorovick probabilistic operators
概率型運算元的點態估計Estimate on approximational properties of bernstein - b zier operator
運算元的點態逼近階的估計We mainly discuss pointwise nonsquare constant in this thesis
本文重點討論了點態非方常數。Pointwise approximation results for a certain class of mix - type operators
一類混合型運算元的點態逼近結果Pointwise approximation for linear combinations of sz amp; aacute ; sz - type operators
型運算元線性組合的點態逼近Pointwise approximation properties for the derivatives of baskakov - kantorovich operators
運算元導數的點態逼近性質Point estimation about the convergence order of the summation operator of bernstein type
型求和運算元收斂階的點態估計In order to describe a higher degree of smoothness, the fourth part has investigated the extended results of pointwise approximation of bernstein operators with the help of linear combinations of bernstein polynomials and properties of modulus of smoothnes s
第四部分為了刻劃高階光滑性,利用bernstein運算元的線性組合和光滑模的性質,討論了bernstein運算元點態逼近的更廣泛結果。In this paper, the conceptions of the upper ( lower ) monotone points and upper ( lower ) locally monotone point are introduced, and the criteria of upper ( lower ) monotone point and upper ( lower ) locally monotone point of musielak - orlicz sequence spaces are given. moreover, from the relation of point property and space property, criteria of space monotonicity are given as corollary
本文引入了上(下)單調點和上(下)局部一致單調點的定義,並給出了賦orlicz范數和luxemburg范數的musielak - orlicz序列空間以及它們的子空間的單調點的判據,從而,由點態性質與空間性質的關系,進而作為推論給出了空間單調性的判據。Thirdly, we obtain strong converse inequality on k - functional for szaz op erator with pointwise modulus, which extend the result with ditzian - totik modulus
然後,關于sz sz運算元,利用點態光滑模討論了其關于k -泛函的強逆不等式。It is well known that uniformly locally convex point ( urp, for short ) is precise and point wise property of uniformly local convex
一致凸點是局部一致凸性的精細化,點態化。分享友人