A Handbook of Engineering Mathematics
N.B. Singh
This audiobook is narrated by a digital voice.
"A Handbook of Engineering Mathematics" is a comprehensive guide designed for beginners and those without a strong mathematical background, providing essential concepts and techniques necessary for success in engineering disciplines. Covering a wide range of topics from basic algebra to advanced calculus, differential equations, and discrete mathematics, this book offers clear explanations, practical examples, and step-by-step solutions to help readers grasp complex mathematical concepts and apply them to real-world engineering problems. With its user-friendly format and accessible language, this handbook serves as an invaluable resource for students, professionals, and anyone seeking to enhance their understanding of mathematical principles in the context of engineering applications.
Duration - 6h 5m.
Author - N.B. Singh.
Narrator - Digital Voice Mary G.
Published Date - Monday, 20 January 2025.
Copyright - © 2024 N.B. Singh ©.
Location:
United States
Description:
This audiobook is narrated by a digital voice. "A Handbook of Engineering Mathematics" is a comprehensive guide designed for beginners and those without a strong mathematical background, providing essential concepts and techniques necessary for success in engineering disciplines. Covering a wide range of topics from basic algebra to advanced calculus, differential equations, and discrete mathematics, this book offers clear explanations, practical examples, and step-by-step solutions to help readers grasp complex mathematical concepts and apply them to real-world engineering problems. With its user-friendly format and accessible language, this handbook serves as an invaluable resource for students, professionals, and anyone seeking to enhance their understanding of mathematical principles in the context of engineering applications. Duration - 6h 5m. Author - N.B. Singh. Narrator - Digital Voice Mary G. Published Date - Monday, 20 January 2025. Copyright - © 2024 N.B. Singh ©.
Language:
English
Preface
Duración:00:03:07
Linear Algebra
Duración:00:00:29
Vector Spaces
Duración:00:08:18
Linear Dependence and Independence
Duración:00:07:06
Basis and Dimension
Duración:00:07:53
Matrix Operations
Duración:00:08:07
Determinants
Duración:00:03:09
Eigenvalues and Eigenvectors
Duración:00:03:01
Systems of Linear Equations
Duración:00:00:04
Calculus
Duración:00:00:28
Functions of a Single Variable
Duración:00:03:11
Limits and Continuity
Duración:00:03:37
Differentiation
Duración:00:03:03
Application of Differentiation
Duración:00:03:12
Integration
Duración:00:03:47
Application of Integration
Duración:00:03:44
Differential Equations
Duración:00:03:12
Vector Calculus
Duración:00:00:17
Vector Differentiation
Duración:00:03:11
Gradient, Divergence, and Curl
Duración:00:05:42
Line Integrals
Duración:00:14:59
Green’s Theorem
Duración:00:02:55
Stokes’ Theorem and Gauss’ Divergence Theorem
Duración:00:03:54
First Order Differential Equations
Duración:00:05:06
Second Order Linear Differential Equations
Duración:00:05:48
Higher Order Linear Differential Equations
Duración:00:06:30
Systems of Linear Differential Equations
Duración:00:06:23
Series Solutions of Differential Equations
Duración:00:05:25
Partial Differential Equations
Duración:00:03:26
Complex Analysis
Duración:00:00:15
Complex Numbers
Duración:00:04:51
Analytic Functions
Duración:00:03:17
Cauchy-Riemann Equations
Duración:00:03:04
Contour Integrals
Duración:00:02:48
Cauchy’s Integral Theorem and Formula
Duración:00:03:08
Taylor and Laurent Series
Duración:00:03:22
Residue Theorem and Its Applications
Duración:00:02:47
Probability and Statistics
Duración:00:00:15
Probability Theory
Duración:00:03:03
Random Variables
Duración:00:04:51
Probability Distributions
Duración:00:05:59
Mathematical Expectation
Duración:00:05:43
Statistical Inference
Duración:00:06:40
Hypothesis Testing
Duración:00:06:11
Regression and Correlation
Duración:00:03:38
Numerical Methods
Duración:00:00:16
Error Analysis
Duración:00:03:12
Solution of Nonlinear Equations
Duración:00:03:18
Interpolation and Polynomial Approximation
Duración:00:03:26
Numerical Differentiation and Integration
Duración:00:03:30
Solution of Linear Systems
Duración:00:03:24
Numerical Solution of Ordinary Differential Equations
Duración:00:03:23
Numerical Solution of Partial Differential Equations
Duración:00:03:32
Transform Theory
Duración:00:00:09
Fourier Transform
Duración:00:02:57
Laplace Transform
Duración:00:02:52
Z-Transform
Duración:00:02:54
Properties of Transforms
Duración:00:03:22
Applications of Fourier Transform
Duración:00:02:55
Applications of Laplace Transform
Duración:00:03:11
Applications of Z-Transform
Duración:00:03:21
Fourier Series and Integrals
Duración:00:00:10
Fourier Series
Duración:00:03:44
Convergence of Fourier Series
Duración:00:03:38
Fourier Integrals
Duración:00:03:15
Fourier Sine and Cosine Transforms
Duración:00:03:07
Applications to Boundary Value Problems
Duración:00:00:09
Classification of Partial Differential Equations
Duración:00:03:34
Method of Separation of Variables
Duración:00:03:20
Wave Equation
Duración:00:03:35
Heat Equation
Duración:00:03:10
Laplace Equation
Duración:00:02:48
Boundary Value Problems
Duración:00:03:22
Numerical Methods for Partial Differential Equations
Duración:00:03:58
Integral Calculus
Duración:00:00:10
Definite Integrals
Duración:00:02:28
Indefinite Integrals
Duración:00:03:13
Techniques of Integration
Duración:00:04:07
Improper Integrals
Duración:00:04:47
Applications of Definite Integrals
Duración:00:05:41
Multiple Integrals
Duración:00:06:01
Line, Surface, and Volume Integrals
Duración:00:06:12
Discrete Mathematics
Duración:00:00:15
Propositional and Predicate Logic
Duración:00:06:02
Set Theory
Duración:00:06:33
Relations and Functions
Duración:00:06:18
Combinatorics
Duración:00:07:16
Graph Theory
Duración:00:07:38
Trees
Duración:00:05:48
Algorithms and Complexity
Duración:00:06:58