Download Linear Differential Equations in the Complex Domain: Problems of Analytic Continuation (Translations of Mathematical Monographs) eBook

The book, focusing attention on intrinsic aspects of the subject, explores some problems of linear ordinary differential equations in complex domains.

The book, focusing attention on intrinsic aspects of the subject, explores some problems of linear ordinary differential equations in complex domains. Examples of the problems discussed include the Riemann problem on the Riemann sphere, a characterization of regular singularities, and a classification of meromorphic differential equations.

Go . current document Publication list for all documents. Linear Differential Equations in the Complex Domain: Problems of Analytic Continuation. Base Product Code Keyword List: mmono; MMONO; mmono/82; MMONO/82; mmono-82; MMONO-82. Print Product Code: MMONO/82. Online Product Code: MMONO/82. Title (HTML): Linear Differential Equations in the Complex Domain: Problems of Analytic Continuation.

Translations of MATHEMATICAL MONOGRAPHS Volume 146 Introduction to Linear Systems of Differential .

Translations of MATHEMATICAL MONOGRAPHS Volume 146 Introduction to Linear Systems of Differential Equations L. Ya. A. .Fewnomials (Translations of Mathematical Monographs) . Report "Linear Differential Equations in the Complex Domain: Problems of Analytic Continuation (Translations of Mathematical Monographs)".

The main part of this book is a translation of a 1976 book originally written in Japanese. The book, focusing attention on intrinsic aspects of the subject, explores some problems of linear ordinary differential equations in complex domains. Examples of the problems discussed include the Riemann problem on the Riemann sphere, a characterization of regular singularities, and a classification of meromorphic differential equations

Linear differential equations in the complex domain: problems of analytic continuation.

Linear differential equations in the complex domain: problems of analytic continuation. complex dimension and Rm are covariant differential operators whose coefficients are universal expressions in the contravariant metric tensor, the curvature tensor, and the latter's covariant derivatives. A similar asymptotic expansion Berα ∑m 0∞ Qmα-m is then obtained for the Berezin transform Berα on a strongly pseudoconvex domain equipped with a Kähler metric possessing a global potential Φ. For m ≦ 3, we find explicit formulas for Rm and Qm.

Inverse problems for linear differential equations with meromorphic . et al. (eds) Mathematical Events of the Twentieth Century. Springer, Berlin, Heidelberg.

Inverse problems for linear differential equations with meromorphic coefficients. In: Isomonodromic Deformations and Applications in Physics (Montréal, 2000). Providence, RI: Amer. Monographs, 82. bMATHGoogle Scholar. The problems of Riemann and Hilbert and the relations of Fuchs in several complex variables. 1007/3-540-29462-7 3.

Publication, Distribution, et. Providence, . American Mathematical Society, (c)1990.

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