Correct and incorrect boundary problems for some matrix functions

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Statements of boundary problems for vector and matrix functions which are representations of analytical functions of a complex variable and variable quaternion are given. Unequivocal or non-unique resolvability of these problems in those or other functional spaces is proved. The offered problems in essence are boundary problems for elliptic systems of equations in partial derivatives according to I.G.Petrovsky's classification.

Complex number, quaternion, analytic function, matrix model, elliptic system, boundary problem, quaternion-function

Короткий адрес: https://sciup.org/142142190

IDR: 142142190

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