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A book to introduce engineering and physics students to areas of math that seem to be most important in relation to practical problems. Book was first published in 1962 - so it is a bit out of date - and has had several reprints. Erwin Kreyszig (Jan 6, 1922 - December 12, 2008) was Professor of at Ohio State University, later moved to Carleton University in Ottawa). The book covers: Ordinary Differential Equations; Ordinary Linear Differential Equations; Power Series Solutions of Diff. Equations; Laplace Transform; Vector Analysis; Line and Surface Integrals; Systems of Linear Equations; Fourier Series and Integrals; Partial Differential Equations; Complex analytic Functions; Conformal Mapping; Complex Integrals; and so on. A very useful book when I did my engineering, though it must be out of date now. GSC
The book I used in college, and still use when needed, is A First Course in Differential Equations, by Dennis Zill. It's very clearly written with tons of problems and examples.The book Mathematics From the Birth of Numbers, by Jan Gullberg, is a cool book in general and also has a short and sweet introduction to ordinary differential equations (ODEs) at the end. He derives the general theories of ODEs pretty much entirely through the use of applications.Gradshteyn and Ryzhik's Table of Integrals, Series, and Products, which is a must-own book for mathematicians and scientists anyways, also has a rather short, but surprisingly detailed section on ODEs toward the end. I wouldn't recommend this for a novice, but it's a great reference to have once you've become familiar with differential equations.Mathematical Methods in the Physical Sciences, by Mary Boas, is a classic text covering many topics, including ODEs and PDEs (partial differential equations). I'd get this book simply for the immense amount of very useful topics it introduces in all the fields of mathematics, including the calculus of variations, tensor analysis, and functional analysis.Eventually, you'll need or want to learn about PDEs, and the most intuitive and comprehensible book I've seen regarding them is Partial Differential Equations for Scientists and Engineers, by Stanley Farlow. It's almost (if such a thing can be said about a rigorous math book) entertaining.
Mary E. Hitchcock has written: 'Life was like that'
Patrick S. Kleinen is the author of "Applied Partial Differential Equations with Fourier Series and Boundary Value Problems." This book covers topics in partial differential equations and their applications.
Morton J. Hellman has written: 'Lie algebras arising from systems of linear differential equations' -- subject(s): Accessible book
William Elwyn Williams has written: 'Fourier series and boundary-value problems' -- subject(s): Boundary value problems, Fourier series, Numerical solutions 'Partial differential equations' -- subject(s): Partial Differential equations
E. A. Grebenikov has written: 'Constructive methods in the analysis of nonlinear systems' -- subject(s): Asymptotic theory, Differential equations, Nonlinear, Iterative methods (Mathematics), Nonlinear Differential equations, System analysis
balaguru swami
Albert Einstein's Theory of General Relativity was a complex book. He summarized the activities of coulombic and gravitational forces. The book contains many differential equations. Even people who have worked every equation in the book sometimes find it hard to follow.
One can purchase books on Mathematical Analysis from Amazon, WH Smith and Book Render. Amazon stocks the books suitable for undergraduate students as study materials. An example is Ordinary Differential Equations priced at å£15.11
No and the book u read it in is messed up!
the c programming language by Brain w.kernighan, Dennis M.Ritchie is best book in the world for learn true c language