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Cauchy problems for the generalized system of Maxwell's equations
Cauchy problems for the generalized system of Maxwell's equations
Mahmudov, Komil Olimdzhanovich
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The monograph is devoted to the study of non-correct problems for a system of Maxwell-type equations with an elliptic complex in a bounded region. We consider the Cauchy problem for an elliptic system of equations of Maxwell type in "n" dimensional space. And also the construction of the matrix of the left fundamental solution of the system of electrodynamics equations of a special kind is given. The generalized Stratton-Chu formula is obtained here, the solvability conditions are proved and the Carleman formula is constructed using the method of bases with double orthogonality, i.e. an explicit formula is constructed which restores the solution of the system of Maxwell's equations in a bounded region.
Accessories:
No Accessory
Publisher
OUR KNOWLEDGE PUB
Bisac Major Subject
Mathematics
Bisac Minor Subject
General
Binding Type
Paperback
Country Of Origin
US
Number Of Units
1
Length
9.0 Inches
Barcode Indicator
EAN
Width
6.0 Inches
Publication Date
2024-12-08
Height
0.24 Inches
ISBN 10
6208281210
Weight
0.35 Pounds
Book EAN
9786208281212
Target Audiance
Adults
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