Golden Differential Equations [Jul 30, 2006] Bali, N.

The book has been designed for the use of degree students of various universities. It will also be found useful by the students preparing for various competitive examinations. Many new examples have been added in the book. A new chapter on integration in the series (frobenius method) enhances the utility of the book. The author has endeavoured to present the fundamental concepts in a comprehensive and lucid manner. About the author: n. P. Bali is a prolific author of over 100 books for degree and engineering students. He has been writing books for nearly forty years. His books on the following topics are well-known for their easy comprehension and lucid presentation: algebra, trigonometry, differential calculus, integral calculus, real analysis, co-ordinate geometry, statics, dynamics, etc. Table of contents: &nsp;&nsp;&nsp;&nsp;&nsp;&nsp;list of important formulae 1. &nsp;&nsp;&nsp;&nsp;differential equations and their formation 2. &nsp;&nsp;&nsp;&nsp;solution of differential equations of the first order and first degree 3. &nsp;&nsp;&nsp;&nsp;linear equations with constant co-efficient 4. &nsp;&nsp;&nsp;&nsp;application to geometry and mechanics 5. &nsp;&nsp;&nsp;&nsp;homogeneous linear equations 6. &nsp;&nsp;&nsp;&nsp;trajectories 7. &nsp;&nsp;&nsp;&nsp;equations of the first order but not of the first degree 8. &nsp;&nsp;&nsp;&nsp;linear equations of second order 9. &nsp;&nsp;&nsp;&nsp;simultaneous differential equations 10. &nsp;&nsp;series solution of differential equations 11. &nsp;&nsp;legendre's equation 12. &nsp;&nsp;bessel's equation subjects: college mathematics,golden math series