THE LEVI PROBLEM IN THE THEORY OF FUNCTIONS OF SEVERAL COMPLEX VARIABLES By RAGHAVAN N A R A S I M H A N 搂1. The method of Oka The history of the Levi problem is described in the lecture of H. Grauert in this Congress and I shall not repeat it. We shall rather analyze the ...
Real-valued functions of complex variables do not satisfy the Cauchy-Riemann conditions, that is, there exists no Taylor series for this class of functions. Consequently, optimization with respect to complex variables usually requires to split these into their real and imaginary parts followed by an...
Lecture Notes Springer, n° 1028, (1983), p. 125–162. MathSciNet Google Scholar C.O.KISELMAN: The growth of restrictions of plurisubhasmonic functions (preprint). Google Scholar P.LELCNG: Sur les valeurs lacunaires d’une relation à deux variables. Bull. Sc. Math., t. 56, p....
Lecture Notes in MathematicsDynamics in several complex variables: endomorphisms of projective spaces and polynomial-like mappings, preprint, 2008. arXiv:0810.0811Dinh, T.-C., Sibony, N.: Dynamics in several complex variables: endomorphisms of projective spaces and polynomial-like mappings. Lect. ...
Complex Variables 来自 Semantic Scholar 喜欢 0 阅读量: 12 作者: MC Potter 摘要: The use of complex numbers has been illustrated when the solution of a particular equation involves the quantity \( \sqrt { - 1} \). The solution of the differential equation describing the motion of a ...
J. Horváth - Several Complex Variables II Maryland 1970: Proceedings of the International Mathematical Conference, held at College Park, April 6–17, 1970 被引量: 0发表: 1971年 [Lecture Notes in Mathematics] Several Complex Variables II Maryland 1970 Volume 185 || Analytic continuation on Banach...
are given in terms of real numbers and real variables, it is often too di,cult and sometimes not possible, to solve the algebraic and di,erential equations used to model these phenomena without introducing complex numbers and complex variables and applying the powerful techniques of complex ...
Complex Variables 13, 195–212 (1990) MathSciNet Google Scholar Ku, M., Fu, Y., Kähler, U., Cerejeiras, P.: Riemann boundary value problems for iterated Dirac operator on the ball in Clifford analysis. Complex Anal. Oper. Theory 7(3), 673–693 (2013) Article MathSciNet Google ...
B Oktay,DM Israfilov - 《Complex Variables Theory & Application An International Journal》 被引量: 0发表: 2013年 ON THE UNIFORM CONVERGENCE OF THE GENERALIZED BIEBERBACH POLYNOMIALS IN REGIONS WITH K-QUASICONFORMAL BOUNDARY F. G. Abdullayev: Uniform convergence of the generalized Bieberbach polynomi...
Removable singularities of analytic and meromorphic functions of several complex variables. Colloquium on Complex Analysis, Joensuu, Finland, August 24-27, 1978 (Complex Analysis, Joensuu 1978). In: Proceedings (eds. Ilpo Laine, Olli Lehto, Tuomas Sorvali), Lecture Notes in Mathematics 747; 1978...