Models of Phase Transitions
Paperback. 340 pages. Dimensions: 9.2in. x 6.1in. x 0.8in. . . What do you call work Why aint that work Tom resumed his whitewashing, and answered carelessly: Well. lI1a), he it is, and maybe it aillt. All I know, is, it suits Tom Sawvc: Oil COlll!, IIOW, Will do not mean to let 011 that you like it The brush continued to move. Likc it Well, I do not see wlzy I oughtnt to like it. Does a hoy get a chance to whitewash a fence every day That put the thing ill a Ilew light. Ben stopped nibhling the apple . . . . (From Mark Twains Adventures of Tom Sawyer, Chapter II. ) Mathematics can put quantitative phenomena in a new light; in turn applications may provide a vivid support for mathematical concepts. This volume illustrates some aspects of the mathematical treatment of phase transitions, namely, the classical Stefan problem and its generalizations. The in tended reader is a researcher in application-oriented mathematics. An effort has been made to make a part of the book accessible to beginners, as well as physicists and engineers with a mathematical background. Some room has also been devoted to illustrate analytical tools. This volume deals with research I initiated when I was affiliated with the Istituto di Analisi Numerica del C. N. R. in Pavia, and then continued at the Dipartimento di Matematica dellUniversita di Trento. It was typeset by the author in plain TEX. This item ships from multiple locations. Your book may arrive from Roseburg,OR, La Vergne,TN. Bookseller Inventory # 9781461286417
About this title:
"The book is well organized, concise and clearly written with a strict interplay between physics and mathematics... Largely self-contained ... highly recommended to all graduate students and reserachers in applied mathematics."
Title: Models of Phase Transitions
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