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A factorization and an equivalence for operators of convolution type

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1. V. P. Palamodov. Linear differential operators with constant coefficients. Moscow: Nauka, 1967. 2. S. Matzuura. Factorisation of differential operators and decomposition of homogeneous equations. Osaka J. Math., 1963, vol. 15, No. 2, 213-231. 3. V. V. Napalkov. Convolution equations in many-dimensional vector spaces. Moscow: Nauka, 1982. 4. Ju. F. Korobeynik. On some applications of nontrivial decompositions of zero in the theory of convolutions. Dokl. Akad. Nauk USSR, 1990, tom 313, No. 6, 1304-1328. 5. A. Yu. Timofeev. On the representation of a solution of an equation of infinite order as the sum of two solutions. Matem. zam., 1982, tom 31, No. 2, 245-256. 6. A. Yu. Timofeev. A contribution to a problem of the factorization for a differential operator of infinite order. In: "The theory of functions and approximations". 3-rd Saratov Winter School, Saratov Univ., 1988, Part 3, 66-68. 7. A. F. Leontyev. Generalizations of series of exponents. Moscow: Nauka, 1981. 8. A. F. Leontyev. On an application of the interpolation method. Matem. zam., 1975, tom 18, No. 5, 735-752. 9. A. F. Leontyev. On a functional equation. Izv. Akad.Nauk USSR, Ser. matem., 1965, torn 29, No. 4, 725-756. 10. A. Yu. Timofeev. Decomposition of sequences of polynomials of exponents into subsequence. Kand. diss., Ufa, 1981.

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