Riferimenti bibliografici
Senza pretesa di completezza, diamo qualche indicazione per orientarsi nella lette- ratura riguardante la teoria delle funzioni di una variabile complessa.
[A] L.V. Ahlfors: Complex Analysis. McGraw-Hill, NewYork, 1979 (Terza ed.).
[BG] C.A. Berenstein, R. Gay: Complex variables. Springer, NewYork-Berlin, 1991.
[CA] H. Cartan: Th´eorie ´el´ementaire des fonctions analytiques d’une ou plusieurs variables complexes. Hermann, Paris, 1961.
[CO] J.B. Conway: Functions of one complex variable. Springer, NewYork- Berlin, 1978 (Seconda ed.).
[D] P. Dolbeault: Analyse complexe. Masson, Paris, 1990.
[FL] W. Fisher, I. Lieb: Functionentheorie. Vieweg, Braunsschweig, 1980.
[GA] T.W. Gamelin: Complex Analysis. Springer, NewYork, 2001.
[GK] R.E. Greene, S.G.Krantz: Function theory of one complex variable.
AMS, Providence, 2002.
[L] S. Lang: Complex analysis. Springer, NewYork-Berlin, 1985 (Seconda ed.).
[M] A.I. Markushevich: Theory of functions of a complex variable. Chelsea, New York, 1965.
[N] R. Narasimhan: Complex analysis in one complex variable. Birk¨auser, Boston-Basel-Stuttgard, 1985.
[RE] R. Remmert: Theory of Complex Functions. Springer, NewYork-Berlin, 1991.
[RU] W. Rudin: Analisi reale e complessa. Boringhieri, Torino, 1974.
[SG] G. Sansone, J.C.H. Gerretsen: Lectures on the theory of functions of a complex variable. Wolters Noordohof, Groningen, 1960/69.
Per qualche approfondimento sulla teoria geometrica delle funzioni:
[A2] L.V. Ahlfors: Conformal invariants. Topics in geometric function theory. McGraw-Hill, NewYork, 1973.
[JS] G.A. Jones, D. Singerman: Complex Functiopn Theory. An Algebraic and Geometric viewpoint. McGraw-Hill, NewYork, 1973.
[K] S.G. Krantz: Complex analysis: The geometric viewpoint. Mathe- matical Association of America, Washington, 1992.
Per un’introduzione all’analisi complessa in pi`u variabili:
[H] L. H¨ormander: An introduction to complex analysis in several vari- ables. North Holland, Amsterdam, 1973 (Seconda ed.).
[N2] R. Narasimhan: Several complex variables. Univ. of Chicago Press, Chicago, 1971.
[K2] S.G. Krantz: Function theory of several complex variables. Wadsworth, Belmont, 1992 (Seconda ed.).
[K2] R.M. Range: Holomorphic functions and integral representations in several complex variables. NewYork-Berlin, 1986.
