Advanced Engineering Mathematics / Edition 6 available in Hardcover
- Pub. Date:
- McGraw-Hill Higher Education
This well-known text is written to provide students in engineering and the applied sciences with a sound presentation of post-calculus mathematics. It contains ample material for a two-year sequence in applied mathematics or for a number of short courses such as ordinary differential equations, partial differential equations and boundary-value problems, vector analysis, applied linear algebra, and complex variables. The courses are offered in either the mathematics department or in the engineering department, and sometimes in both. Advanced Engineering Mathematics is respected for its clarity, accuracy, and utility. It features a large number of carefully and completely worked examples, many involving engineering applications; numerous two-color illustrations that enhance the visual perception and quick identification of distinct entities in each figure; and over 5,000 exercises which range from routine practice problems to more difficult applications. Its broad coverage and detailed illustrative examples make this a valuable reference book for undergraduate students and graduate students alike.
|Publisher:||McGraw-Hill Higher Education|
|Edition description:||6th ed|
|Product dimensions:||8.33(w) x 10.35(h) x 2.28(d)|
Table of Contents1. ORDINARY DIFFERENTIAL EQUATIONS OF THE FIRST ORDER.
Variables and Functions.
Classification of Differential Equations.
Solutions of Differential Equations.
Solution Curves and Integral Curves.
Differential Equations with Prescribed Solutions.
Existence and Uniqueness of Solutions.
Exact First-Order Equations.
Integrating Factors for First-Order Equations.
Separable First-Order Equations.
Homogeneous First-Order Equations.
Linear First-Order Equations.
Special First-Order Equations.
Second-Order Equations of Reducible Order.
Applications of First-Order Differential.
2. LINEAR DIFFERENTIAL EQUATIONS.
A Fundamental Existence and Uniqueness Theorem.
Families of Solutions.
Solutions of Nonhomogeneous Equations.
Variation of Parameters and Reduction of Order.
Homogeneous Second-Order Equations with Constant Coefficients.
Homogeneous Equations of Higher-Order.
Nonhomogeneous Equations with Constant Coefficients.
Most Helpful Customer Reviews
Advanced Engineering Mathematics based on 0 ratings. 1 reviews.
Very few words would anyone need to write in favor of this book, except perhaps: THIS IS A VERY GOOD BOOK. Very good proofs, formal yet not too vague. If I had to relearn mathematics all over again, I would come out in the end HAPPY this was the book to do it with!