000			01559nam a2200181 a 4500
001			ASIN0849324165
005			20190522122557.0
008			130502s2002 xxu eng d
020			_a0849324165 (hardcover) _c$57.95
020			_a9780849324161 (hardcover)
100	1		_aPalaniappan, N.
245	1	0	_aFuzzy topology / _cN. Palaniappan.
250			_a1st ed.
260			_a[S.l.] : _bNarosa, _c2002.
300			_a179 p. ; _c24 cm.
520			_aIn recent years, many concepts in mathematics, engineering, computer science, and many other disciplines have been in a sense redefined to incorporate the notion of fuzziness. Designed for graduate students and research scholars, Fuzzy Topology imparts the concepts and recent developments related to the various properties of fuzzy topology. The author first addresses fundamental problems, such as the idea of a fuzzy point and its neighborhood structure and the theory of convergence. He then studies the connection between fuzzy topological spaces and topological spaces and introduces fuzzy continuity and product induced spaces. Chapter Three examines fuzzy nets, fuzzy upper and lower limits, and fuzzy convergence and is followed by a study of fuzzy metric spaces. The treatment then introduces the concept of fuzzy compactness before moving to initial and final topologies and the fuzzy Tychnoff theorem. The final sections of the book cover connectedness, complements, separation axioms, and uniform spaces.
856	4	0	_3Amazon.com _uhttp://www.amazon.com/exec/obidos/ASIN/0849324165/chopaconline-20
999			_c4624 _d4624