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040			_aCO-NeUS _beng _erda
100	1		_aAhlfors, Lars V. _926265 _eautor
245	1	0	_aCompelx analysis an introduction to the theory of analytic functions of one complex variable / _cLars V. Ahlfors
250			_a2 edicion.
264			_aTokyo : _b McGraw Hill Kogakusha, _c1966
300			_a317 paginas. ; 21 cm.
505	0	0	_aComplex numbers -- The algebra of complex numbers -- The geometric representation of complex numbers --Complex functions -- Introduction to the concept of analytic function -- Elementary theory of power series --The exponential and trigonometric functions -- Analytic functions as mappings -- Elementary poinbt set topology -- Conformality -- Linear transformations -- Elementary conformal mappings -- Complex integration -Fundamental theorems -- Cauchy´s integral formula -- Local properties and analytic functions -- The general form of Cauchy´s theorem -- The calculus of residues -- Harmonic functions -- Series and product -- Power series expansions -- Partial fractions and factorization -- normal families -- Conformal mapping. Dirichlet´s problem -- The riemann mapping theorem -- Conformal mapping of polygons -- A closer look at harmonic functions -- Canonical mappings of multiply connected regions -- Elliptic functions -- Simply periodic functions -- Doubly periodic functions -- The weierstrass theory -- Global analytic functions -Analytic continuation -- Algebraic functions -- Picard´s theorem -- Linear differential equations --
082	0	4	_221 _a517.8 / _bA285c
650	1	4	_aMatematicas _9115749
650	1	4	_aAnalisis funcional _9100303
942			_2ddc _cCG _h517.8 / _kA285c