000 01690nam a2200169Ia 4500
008 140223b1997 xxu||||| |||| 00| 0 eng d
020 _a9780201178999
_c0.00
082 _a515
_bKOF
100 _aKofler, Michael
245 _aMaple: An Introduction and Reference
260 _aNew York
_bAddison - Wesley Publishing Company
_c1997
300 _a522p
500 _aTCG00177 Part - 1: Getting to Know Maple What is Maple? How to Use Maple Using Maple as a Pocket Calculator Graduating with Maple Survival Rules for Handling Maple Part - 2: Maple in Practice Variable Management Constants, Operators and Functions User-Defined Functions Complex Numbers Processing and Simplification of Mathematical Expressions Solving Equations Analytically and Numerically Sequences, Lists and Sets Tables and Arrays Vector and Matrix Calculus Limits, Sums and Products Differentiation Integration Differential Equations Graphics - 1: 2D Graphics Graphics - 2: 3D Graphics Part - 3: Maple for advanced users Combinatorics, Statistics, Probability Calculus Regression and Interpolation Functions Minima and Maxima, Linear Optimization Series Expansion Fourier Transformation Laplace, Mellin and Z Transformations Vector Analysis Programming 1: Basics, Internal Structures Programming 2: Procedural Language Elements Programming 3: User-Defined Commands and Packages Graphics 3: Special Commands Graphics 4: Graphics Programming Appendix - A: Mathematica versus Maple Appendix - B: Contents of the CD Rom
600 _aMathematics
890 _aUSA
995 _AKOF
_D2586.10
_E0
_F049
_G2031
_H0
_I0.00
_UC
_W20010217
_XMahajan Book Depot
_ZReference
999 _c47328
_d47328