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On a class of operator equations containing generalized differentiation operators
Linchuk Nadiya Evgenivna 1
1 Department of Mathematical Analysis, Yuriy Fedkovych Chernivtsi National University, Chernivtsi, 58000, Ukraine
Keywords: a class of operator equations, generalized differentiation operators
Abstract

The solutions of one class of operator equations which are connected with operators of generalized integration in the set of linear continuous operators which act in the space of analytic in the circle functions are described.

References

[1] Fage M.K., Nagnibida N.I. The problem of equivalence of ordinary linear differential operators. - Novosibirsk: "Nauka", 1987. - 280 p. 

[2] Korobeynik Yu.F. On one class of linear operators // One-year term at a technical university. Mathematics. - 1973. - Vol. IX. Book 3. - P. 23-30.

[3] Tsarkov Yu.M. Isomorphisms of some analytic spaces that commute with a power of the differentiation operator // Theory of functions, functional analysis and their applications. - 1970. - Issue 2. - P. 86-92.

[4] Podporin V.P. On solutions of the operator equation $p_1(D) A = A p_2(D)$ in some classes of linear operators // Reports of the USSR Academy of Sciences. - 1978. - V.240, N 1.- P.28-31.

[5] Podporin V.P. On the representation of linear operators in the form of differential operators of infinite order / / Siberian Math. J. - 1976. - V.17, N 1.- P.148-159.

Cite
ACS Style
Linchuk, N.E. On a class of operator equations containing generalized differentiation operators. Bukovinian Mathematical Journal. 2018, 1
AMA Style
Linchuk NE. On a class of operator equations containing generalized differentiation operators. Bukovinian Mathematical Journal. 2018; 1(228).
Chicago/Turabian Style
Nadiya Evgenivna Linchuk. 2018. "On a class of operator equations containing generalized differentiation operators". Bukovinian Mathematical Journal. 1 no. 228.
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