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Application of differential equation
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Part 2 of ebook "Applied partial differential equations (Third edition)" provides readers with contents including: Chapter 4 - Partial differential equations on bounded domains; Chapter 5 - Applications in the life sciences; Chapter 6 - Numerical computation of solutions;...
131p
daonhiennhien
03-07-2024
1
1
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Part 2 of ebook "Stochastic processes and calculus: An elementary introduction with applications" provides readers with contents including: Chapter 7 - Wiener processes (WP); Chapter 8 - Riemann integrals; Chapter 9 - Stieltjes integrals; Chapter 10 - Ito integrals; Chapter 11 - Ito's lemma; Chapter 12 - Stochastic differential equations (SDE); Chapter 13 - Interest rate models; Chapter 14 - Asymptotics of integrated processes; Chapter 15 - Trends, integration tests and nonsense regressions; Chapter 16 - Cointegration analysis;...
235p
daonhiennhien
03-07-2024
1
1
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Ebook Calculus: Early transcendentals (6th edition) presents the following content: Chapter 1 - functions and models, chapter 2 - limits and derivatives, chapter 3 - differentiaton rules, chapter 4 - applications of differentiation, chapter 5 – integrals, chapter 6 - applications of integration, chapter 7 - techniques of integration, chapter 8 - further applications of integration, chapter 9 - differential equations, chapter 10 - parametric equations and polar cords, chapter 11 - infinite sequences and series, chapter 12 - vectors and the geometry of space, chapter 13 - vector functions, ch...
1309p
zizaybay1103
29-05-2024
2
2
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We propose to write a text on ordinary differential equations that will be meaningful, accessible, and engaging for a student with a basic grounding in calculus (for example, the student who has studied Calculus Demystified by this author will be more than ready for Differential Equations Demystified). There will be many applications, many graphics, a plethora of worked examples, and hundreds of stimulating exercises. The student who completes this book will be ready to go on to advanced analytical work in applied mathematics, engineering, and other fields of mathematical science.
336p
zizaybay1103
29-05-2024
2
2
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This paper investigates the bending behavior of beams by considering: (1) the EulerBernoulli beam model, (2) Mindlin’s strain gradient elasticity theory, (3) the von Kármán strain assumptions. The principle of virtual work is used to derive the non-linear governing equations in form of a six-order partial differential equation.
7p
viohoyo
25-04-2024
5
2
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Part 1 book "Thomas’ calculus - Early transcendentals" includes content: Functions, limits and continuity, derivatives, applications of derivatives, integrals, applications of definite integrals, integrals and transcendental functions, techniques of integration, first order differential equations.
585p
dianmotminh00
22-04-2024
6
3
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Part 1 book "Numerical methods for chemical engineers with MATLAB applications" includes content: Numerical solution of nonlinear equations, numerical solution of simultaneous linear algebraic equations, finite difference methods and interpolation, numerical differentiation and integration.
282p
muasambanhan09
12-03-2024
2
0
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Part 2 book "Numerical methods for chemical engineers with MATLAB applications" includes content: Numerical solution of ordinary differential equations; numerical solution of partial differential equations; linear and nonlinear regression analysis.
299p
muasambanhan09
12-03-2024
3
0
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Part 2 book "Applied mathematical methods for chemical engineers" includes content: Parital differential equations, applications of partial differential equations in chemical engineering, dimensional analysis and scaling of boundary value problems, selected numerical methods and available software packages.
273p
muasambanhan08
01-03-2024
2
1
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Ebook "Control and optimization of multiscale process systems" presents general methods for feedback controller synthesis and optimization of multiscale systems, illustrating their application to thin-film growth, sputtering processes, and catalytic systems of industrial interest. Beginning with an introduction to general issues on control and optimization of multiscale systems and a review of previous work in this area, the book discusses detailed modeling approaches for multiscale processes with emphasis on the theory and implementation of kinetic Monte Carlo simulation.
247p
manmanthanhla0201
27-02-2024
4
1
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Part 2 book "Engineering mathematics" includes content: Techniques of integration; applications of integration; further topics in integration, numerical integration; Taylor polynomials, Taylor series and Maclaurin series, ordinary differential equations; ordinary differential equations; the Laplace transform; difference equations and the Z transform; fourier series; the Fourier transform; functions of several variables; vector calculus; line integrals and multiple integrals; probability; statistics and probability distributions.
548p
muasambanhan06
01-02-2024
3
2
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Part 2 book "Calculus and its applications" includes content: The definite integral, functions of several variables, the trigonometric functions, techniques of integration, differential equations, taylor polynomials and infinite series, probability and calculus.
363p
muasambanhan05
16-01-2024
2
0
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Part 1 book "An introduction to mathematical biology" includes content: Linear difference equations, theory, and examples; nonlinear difference equations, theory, and examples; biological applications of difference equations; linear differential equations - Theory and examples.
189p
muasambanhan02
18-12-2023
1
0
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Part 2 book "An introduction to mathematical biology" includes content: Nonlinear ordinary differential equations - Theory and examples; biological applications of differential equations; partial differential equations - Theory, examples, and applications
176p
muasambanhan02
18-12-2023
0
0
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Ebook Differential equations includes contents: Chapter 1: basic concepts and classifying differential equations; chapter 2: solutions of 1st order differential equations; chapter 3: applications of 1st order DE's; chapter 4: linear differential equations: theory of solutions; chapter 5: solutions of linear homogeneous differential equations with constant coefficients; chapter 6: solutions of linear nonhomogeneous equations and initial-value problems; chapter 7: applications of 2nd order linear differential equations;...
143p
haojiubujain03
24-07-2023
5
3
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Ebook "An introduction to Neural network methods for differential equations" introduces a variety of neural network methods for solving differential equations arising in science and engineering. The emphasis is placed on a deep understanding of the neural network techniques, which has been presented in a mostly heuristic and intuitive manner. This approach will enable the reader to understand the working, efficiency and shortcomings of each neural network technique for solving differential equations.
124p
dieptieuung
19-07-2023
281
274
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Ebook Basic Mathematics-II: Part 2 presents the following content: Formation of Differential Equation; Solution of Differential Equation; Homogeneous Equations; Linear Differential Equations of First Order;...Please refer to the documentation for more details.
101p
chankora
16-06-2023
3
1
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Ebook Mathematics for Economists: Part 2 presents the following content: Introduction to differential equations and solutions: variable separable case and homogeneous equation; transpose and inverse of matrix; application of matrices in economics; conditions of hawkins and simon; formulation of linear programming;...Please refer to the documentation for more details.
119p
chankora
16-06-2023
5
2
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Ebook Additional mathematics pure and applied (6th edition): Part 1 presents the following content: Coordinate geometry, simultaneous equations, functions, the quadratic function, binomial expansions; radians, arcs and sectors; trigonometry; vectors; calculus (1): differentiation; calculus (2): Applications of differentiation; calculus (3): Integration.
299p
runthenight05
30-01-2023
7
3
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Ebook Calculus (9th edition): Part 1 includes the following content: Chapter 0 before calculus; chapter 1 limits and continuity; chapter 2 the derivative; chapter 3 topics in differentiation; chapter 4 the derivative in graphing and applications; chapter 5 integration; chapter 6 applications of the definite integral in geometry, science, and engineering; chapter 7 principles of integral evaluation; chapter 8 mathematical modeling with differential equations.
617p
runthenight03
06-12-2022
10
4
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