search for books and compare prices
Kiki Hudson has written 3 work(s)
Search for other authors with the same name
displaying 1 to 3 | at end
show results in order: alphabetically | oldest to newest | newest to oldest
Product Description: The single most difficult thing one faces when one begins to learn a new branch of mathematics is to get a feel for the mathematical sense of the subject. The purpose of this book is to help the aspiring reader acquire this essential common sense about algebraic topology in a short period of time...read more
By Kiki Hudson (trans) and Hajime Sato

Paperback:

9780821810460 | Amer Mathematical Society, February 1, 1999, cover price $31.00 | About this edition: The single most difficult thing one faces when one begins to learn a new branch of mathematics is to get a feel for the mathematical sense of the subject. Product Description: This book aims at providing a handy explanation of the notions behind the self-similar sets called 'fractals' and 'chaotic dynamical systems'. The authors emphasize the beautiful relationship between fractal functions (such as Weierstrass') and chaotic dynamical systems; these nowhere-differentiable functions are generating functions of chaotic dynamical systems...read more Hardcover: 9780821805374 | Amer Mathematical Society, November 1, 1997, cover price$50.00 | About this edition: This book aims at providing a handy explanation of the notions behind the self-similar sets called 'fractals' and 'chaotic dynamical systems'.

Product Description: This book covers fundamental techniques in the theory of $C^{\infty }$-imbeddings and $C^{\infty }$-immersions, emphasizing clear intuitive understanding and containing many figures and diagrams. Adachi starts with an introduction to the work of Whitney and of Haefliger on $C^{\infty }$-imbeddings and $C^{\infty }$-manifolds...read more

Hardcover:

9780821846124 | Amer Mathematical Society, June 1, 1993, cover price $90.00 | About this edition: This book covers fundamental techniques in the theory of$C^{\infty }$-imbeddings and$C^{\infty }\$-immersions, emphasizing clear intuitive understanding and containing many figures and diagrams.

displaying 1 to 3 | at end