【预售】Calculus on Normed Vector Spaces——中国国际图书专营店。更新时间:2024年11月05日北京 中国国际图书专营店 书籍/杂志/报纸 原版其它 【预售】Calculus on Normed Vector Spaces 现价￥629.00,包邮,100人付款 领淘宝75元券购买 聚划算17元红包 百款商品一元购 精选低价福利→换一批 【晨光】A5横线/...
Differential Calculus in Normed Vector Spacesdoi:10.1007/3-7643-7357-1_4Andrew J. KurdilaMichael ZabarankinBirkhäuser Basel
Calculus on Normed Vector Spaces This book serves as an introduction to calculus on normed vector spaces at a higher undergraduate or beginning graduate level. The prerequisites include ba... R Coleman - Springer New York 被引量: 28发表: 2012年 Calculus in vector spaces Calculus in Vector Space...
The partial differentials of a differentiable mapping are defined on the product of two normed vector spacesandThe finite-dimensional implicit mapping theorem follows from the finite-dimensional inverse mapping theorem. 展开 关键词:中国 信息技术 软件产业 国际化 ...
I have made “passive use” of functional analysis (in particular normed vector spaces) to place certain results in context and reassure the mathematician that a suitable framework is available for a more rigorous study. For the reader interested mainly in techniques and applications of the ...
37.12 Completion of a Normed Vector Space 赋范向量空间的完全化 37.13 Normed Affine Spaces 赋范仿射空间 37.14 Futher Readings 深入阅读 38 A Detour On Fractals 分形上的绕行 38.1 Iterated Function Systems and Fractals 迭代函数系统和分形 39 Differential Calculus ...
In particular, ever greater attention is being paid to the study of functionals J(x) of a very general type, definable on sets Gx of elements of normed spaces. For problems of this kind, it is difficult to use the method of variations. New methods have been developed based on the use ...
*beabletoexpressargumentsclearlyandprecisely.Thecoursewillcoverthefollowingcontent:1.ExamplesofOptimalControlProblems.2.NormedLinearSpacesandCalculusofVariations.3.Euler-LagrangeEquation.4.OptimalControlProblemswithUnconstrainedControls.5.TheHamiltonianandPontryaginMinimumPrinciple.6.Constraintonthestateatfinaltime....
spaces of distributions tend to be locally convex while the focus was on fractional powers of operators on normed spaces [27,45,46,47,48]. Later, in [27], fractional powers were extended abstractly to non-negative operators on Frechet spaces, but without providing concrete spaces of ...
The inverse of a one-to-one continuous linear mapping of one normed vector space onto another need not be continuous. The partial differentials of a differentiable mapping are defined on the product of two normed vector spaces E and F. The finite-dimensional implicit mapping theorem follows from...