000			02206n a2200349#a 4500
001			30512
005			20230612155710.0
008			020117s2002 mau b 001 0 eng||
010			_a2002018234
020			_a0817642854 (alk. paper)
020			_a3764342854 (alk. paper)
035			_a(OCoLC
040			_aDLC _cDLC _dC#P _dOHX _dLVB _dWSL _dBAKER
042			_apcc
072		7	_aQA _2lcco
082	0	0	_a515.8 _bK91i
090			_aan1
100	1		_aKrantz, Steven George _d1951 _938642
245	1	4	_aThe implicit function theorem: _bhistory, theory, and applications/ _cSteven G. Krantz, Harold R. Parks.
260			_aBoston: _bBirkhäuser, _cc2002.
300			_axi, 163 p.; _c24 cm.
504			_aIncludes bibliographical references (p. [151]-159) and index.
505	2		_aImplicit functions -- An informal version of the implicit function theorem -- The implicit function theorem paradigm -- Historical introduction -- Newton -- Lagrange -- Cauchy -- The inductive proof of the implicit function theorem -- The classical approach to the implicit function theorem -- The contraction mapping fixed point principle -- The rank theorem and the decomposition theorem -- A counterexample -- Ordinary differential equations -- Numerical homotopy methods -- Equivalent definitions of a smooth surface -- Smoothness of the distance function -- The Weierstrass preparation theorem -- Implicit function theorems without differentiability -- An inverse function theorem for continuous mappings -- Some singular cases of the implicit function theorem -- Analytic implicit function theorems -- Hadamard""s global inverse function theorem -- The implicit function theorem via the Newton-Raphson method -- the Nash-Moser implicit function theor .
650	0	0	_aImplicit functions. _916381
650	0	6	_aFonctions implicites. _916382
697			_aAnálise 01- _xTextos Gerais (inclusive Cálculo, Análise Vetorial, Séries, Construção de Números Reais e Análise Não-Standard) _923718
700	1		_aParks, Harold R., _d1949- _942138
856	4	1	_3Table of contents _uhttp://www.loc.gov/catdir/toc/fy033/2002018234.html
942			_2impa _cBK
949			_a200633612
999			_c29556 _d29556