INVERSE PROBLEM FOR SECOND ORDER REGULAR EQUATIONS AND LINE CONFIGURATION OF SINGULAR POINTS.

Authors :: N., Bregvadze
Source :: Proceedings of I. Vekua Institute of Applied Mathematics. Trudy Instituta Prikladnoi Matmematiki imeni I. N. Vekua; 2020, Vol. 70, p17-24, 8p
Publication Year :: 2020
Abstract: In this paper we deal with the problem of construction of second order regular differential equations with polynomial coefficients on Riemann sphere with given monodromy, such problem arises from inverse problem of electrostatics and is related to controlability of quantum systems. We consider the particular case of this problem. [ABSTRACT FROM AUTHOR]

Subjects :: INVERSE problems
MATHEMATICAL singularities
DIFFERENTIAL equations
RIEMANNIAN geometry
ELECTROSTATICS

Language :: English
ISSN :: 1512004X
Volume :: 70
Database :: Complementary Index
Journal :: Proceedings of I. Vekua Institute of Applied Mathematics. Trudy Instituta Prikladnoi Matmematiki imeni I. N. Vekua
Publication Type :: Conference
Accession number :: 156431268

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