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Vector valued functions
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Part 1 book "Foundations of geometric continuum mechanics" includes content: The elasticity problem; symmetry and dynamics, banachable spaces of sections of vector bundles over compact manifolds; manifolds of sections and embeddings; the general framework for global analytic stress theory; dual spaces corresponding to spaces of differentiable sections of a vector bundle - localization of sections and functionals; de rham currents; interlude - singular distributions of defects in bodies, vector valued currents; the representation of forces by stresses and hyperstresses,.... and other contents.
410p
dianmotminh01
14-05-2024
3
0
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Part 2 book "Thomas’ calculus - Early transcendentals" includes content: Infinite sequences and series, parametric equations and polar coordinates, vectors and the geometry of space, vector valued functions and motion in space, partial derivatives, multiple integrals, integrals and vector fields.
620p
dianmotminh00
22-04-2024
3
3
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Part 2 book "Calculus" includes content: Mathematical modeling with differential equations, infinite series, parametric and polar curves - conic sections, three dimensional space - vectors, vector valued functions, partial derivatives, multiple integrals, topics in vector calculus.
732p
muasambanhan07
18-02-2024
6
1
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Part 2 book "Advanced engineering mathematics" includes content: Vectors; matrices; vector cal; systems of linear differential equations; systems of nonlinear differential equationsculus; orthogonal functions and fourier series; boundary value problems in rectangular coordinates; boundary value problems in other coordinate systems; integral transform method; numerical solutions of partial differential equations; functions of a complex variable; integration in the complex plane; series and residues; conformal mappings.
438p
muasambanhan06
01-02-2024
2
1
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Continued part 1, part 2 of ebook "Analysis for computer scientists: Foundations, methods, and algorithms" has presents the following content: Chapter 10 - Antiderivatives; Chapter 11 - Definite integrals; Chapter 12 - Taylor series; Chapter 13 - Numerical integration; Chapter 14 - Curves; Chapter 15 - Scalar-valued functions of two variables; Chapter 16 - Vector-valued functions of two variables; Chapter 17 - Integration of functions of two variables; Chapter 18 - Linear regression;...
229p
dieptieuung
20-07-2023
5
3
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Continued part 1, part 2 of ebook "Linear algebra" has presents the following content: linear forms and bilinear forms; euclidean and unitary vector spaces; adjoints of linear maps; eigenvalues of endomorphisms; polynomials and the fundamental theorem of algebra; cyclic subspaces, duality and the jordan canonical form; matrix functions and systems of differential equations; special classes of endomorphisms; the singular value decomposition; the kronecker product and linear matrix equations;...
164p
dieptieuung
20-07-2023
4
3
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Ebook All the mathematics you missed: but need to know for graduate school - Part 1 presents the following chapters: Chapter 1 linear algebra, chapter 2 ϵ and δ real analysis, chapter 3 calculus for vector-valued functions, chapter 4 point set topology, chapter 5 classical Stokes' Theorems, chapter 6 differential forms and Stokes' theorem.
173p
runthenight04
04-01-2023
20
5
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Ebook Calculus (9th edition): Part 2 includes the following content: chapter 9 infinite series; chapter 10 parametric and polar curves; conic sections; chapter 11 three-dimensional space; vectors; chapter 12 vector-valued functions; chapter 13 partial derivatives; chapter 14 multiple integrals; chapter 15 topics in vector calculus.
702p
runthenight03
06-12-2022
7
4
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The aim of this note "A note on Alexander’s theorem" is to extend a result of H. Alexander [1] from the case of scalar functions to the case of functions with values in topological vector spaces. The goal of this note is to extend this result to the case where the target space C is replaced by any sequentially complete complex topological vector space F. The main result of this article is given by the following theorem.
4p
runordie5
04-07-2022
4
1
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The relation between weak extensibility and extensibility of vector-valued holomorphic functions on open sets and on compact sets has been investigated by many authors, for example Ligocka and Siciak for open sets in a metric vector space, Siciakand Waelbroeck for compact sets in \({{C^n}}\), N. V. Khue and B. D. Tac for compact sets in a nuclear metric vector space. The aim of the present note is to prove some results for Banach-valued meromorphic functions on open sets and on compact sets in \({{C^n}}\).
6p
runordie5
04-07-2022
22
3
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In this paper we propose results on zero duality gap in vector optimization problems posed in a real locally convex Hausdorff topological vector space with a vector-valued objective function to be minimized under a set and a convex cone constraint. These results are then applied to linear programming.
14p
nguaconbaynhay12
03-06-2021
13
1
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The purpose of this work is to present a model of trust computation being defined by means of the context of user’s interests and degrees of direct interaction among peers. A dynamic structure of social network based on a hierarchy of peers into k-layer neighbors w.r.t. a given source peer is investigated. We introduce a similarity measure being constructed from the space of vectors of users’ interests. Up on the location of a target peer w.r.t. the hierarchy, we propose methods of estimating trust values via propagation as well as the similarity.
10p
trinhthamhodang9
10-12-2020
15
1
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This study implements word count function of Vector Space Model and singular value decomposition (SVD) technique of feature extraction based on dimensionality reduction. The proposed system presents an effective pre-processing and dimensionality reduction techniques which help the document classify by using naïve byes algorithm. The experimental results show that the proposed method enhances the performance of document classification.
6p
hongnhan878
12-04-2019
27
2
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In this work, a hybrid approach based on the Support Vector machines (SVM) and genetic algorithms (GA) is developed. The SVM are learning machines that can perform binary classification and real value function approximation (regression estimation) tasks. This tool of the artificial intelligence founded on the theory of the statistical learning was selected for its great capacity of training and generalization.
9p
byphasse043256
22-03-2019
28
0
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In this paper we give a sampling expansion for integral transforms whose kernels arise from Green’s function of differential operators in a space of vector-functions. The differential operators are in a space of dimension m and consist of systems of m equations in m unknowns. We assume the simplicity of the eigenvalues.
13p
danhdanh27
07-01-2019
37
1
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This is necessary to obtain related cohomology valued series for given arbitrary vector bundle and multiplicative characteristic class. Moreover, this can be used as a valuable testing ground for the theories which associates quantum cohomologies and J functions of non-abelian quotient to abelian quotients via quantization.
22p
danhdanh27
07-01-2019
21
1
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A characterization of best simultaneous approximation of K¨othe spaces of vector-valued functions is given. This characterization is a generalization of some analogous theorems for Orlicz Bochner spaces.
8p
tuongvidanh
06-01-2019
15
1
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We clearly do not investigate the conditions under which there are continuous solution in G even when the boundary vector family has positive index. In this work, the classical Riemann Hilbert boundary value problem is extended to generalized Q-holomorphic functions.
14p
tuongvidanh
06-01-2019
11
1
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In this paper, we introduce the concept of generalized relaxed α-pseudomonotonicity for vector valued bi-functions. By using the KKM technique, we obtain some substantial results of the vector equilibrium problems with generalized relaxed α-pseudomonotonicity assumptions in reflexive Banach spaces. Several examples are provided to illustrate our investigations.
8p
vinguyentuongdanh
19-12-2018
40
2
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Vector Autogressive Model (VAR), variance decomposition, and impulse response function are used, with three variables under consideration: the exchange rate between VND and USD, the export value of pangasius, and the inflation rate of Vietnam.
17p
danhnguyentuongvi
18-12-2018
25
0
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