Advanced Mathematical Methods With Maple

Connecting readers with great books since 1972. Used books may not include companion materials, some shelf wear, may contain highlighting/notes, may not include cdrom or acces [more]

Connecting readers with great books since 1972. Used books may not include companion materials, some shelf wear, may contain highlighting/notes, may not include cdrom or access codes. Customer service is our top priority! [less]

Cambridge U.P., Cambridge, UK, 2002. 1st PB Edition, 1st Printing, VG+, Paperback, Size=7"x9.5", 862pgs(Index). Large paperback. Ink owner name stamp, owner name embossment o [more]

Cambridge U.P., Cambridge, UK, 2002. 1st PB Edition, 1st Printing, VG+, Paperback, Size=7"x9.5", 862pgs(Index). Large paperback. Ink owner name stamp, owner name embossment on Title Page, small ink date stamp, words (2) on rear endpaper, o.w. clean, bright & very tight. Rest of book Like New. ISBN 0521779812 99% OF OUR BOOKS ARE SHIPPED IN CUSTOM BOXES ALL ARE WELL PACKED WITH CARE![less]

6 1/2" X 9 1/2" 862 Pages Indexed. Tight, bright, square book with no marks or stamps. Faultless interior text. There has been an immense growth in the use of symbolic computi [more]

6 1/2" X 9 1/2" 862 Pages Indexed. Tight, bright, square book with no marks or stamps. Faultless interior text. There has been an immense growth in the use of symbolic computing and mathematical software packages, such as Maple, which provide an invaluable tool for mathematicians and physical scientists alike. Enhancing and extending traditional mathematical methods, Maple's capabilities range from symbolic algebraic manipulation, finding symbolic values for integrals and solutions of some simple differential equations to modeling extremely complex engineering problems. Maple also has powerful numeric and graphic capabilities. The first three chapters of this book provide a user-friendly introduction to computerassisted algebra with Maple. The rest of the book then develops these techniques and demonstrates the use of this technology for deriving approximate solutions to differential equations.[less]