\author     A.~S. Panasenko and V.~N. Zhelyabin\endauthor

\Refs

\ref\no1
\by      Gelfand~I.M. and Dorfman~I.Ya.
\paper   Hamiltonian operators and algebraic structures related to them
\jour    Funct. Anal. Appl.
\yr      1979
\vol     13
\issue   4
\pages   248--262	 %13--30
\endref
%Гельфанд И.~М., Дорфман И.~Я.
%Гамильтоновы операторы и связанные с ними алгебраические структуры

\ref\no2
 \by     Balinskii~A.A. and Novikov~S.P.
\paper   Poisson brackets of hydrodynamic type, Frobenius algebras, and Lie algebras
\jour    Soviet Math. Dokl. %Dokl. Akad. Nauk SSSR
\yr      1985
\vol     32 %283
\issue   1 %5
\pages   228--231 %1036--1039
\endref
%Балинский~А.~А, Новиков~С.~П.
%Скобки Пуассона гидродинамического типа, фробениусовы алгебры и алгебры Ли

\ref\no3
 \by      Filippov~V.T.
 \paper   On right symmetric and Novikov nil-algebras of bounded index
 \jour    Math. Notes
 \yr      2001
\vol      70
 \issue   2
 \pages   258--263
\endref

\ref\no4
 \by      Dzhumadil'daev~A.S. and Tulenbaev K.M.
 \paper   Engel theorem for Novikov algebras
 \jour    Comm. Algebra
 \yr      2006
\vol      34
\issue    3
 \pages   883--888
\endref

\ref\no5
\by            Shestakov I. and Zhang Z.
\paper         Solvability and nilpotency of Novikov algebras
\jour          Comm. Algebra
\yr            2020
\vol           48
\issue         12
\pages         5412--5420
\endref

\ref\no6
\by              Tulenbaev K., Umirbaev U., and Zhelyabin~V.
 \paper          On the Lie-solvability of Novikov algebras
 \jour           J.~Algebra Appl.
 \yr             2023
\vol             22
 \issue          5
 \pages          Article 2350117; 13~pp.
\endref

\ref\no7
\by              Bergman G.M. and Isaacs I.M.
 \paper          Rings with fixed-point-free group actions
 \jour           Proc. London Math. Soc.
 \yr             1973
\vol             3
 \issue          27 %\?
 \pages          69--87
\endref

\ref\no8
\by                   Smirnov O.N.
\paper                Solvability of alternative $Z_2$-graded algebras and alternative superalgebras
\jour                 Sib. Math.~J.
\yr                   1991
\vol                  32
\issue                6
\pages                1030--1034 %158--163
\endref

\ref\no9
\by                   Semenov A.P.
\paper                Subrings of invariants of a~finite group of automorphisms of a~Jordan ring
\jour                 Sib. Math.~J.
\yr                   1991
\vol                  32
\issue                1
\pages                169--172
\endref

\ref\no10
\by              Zhelyabin~V.N.
 \paper          Jordan superalgebras with a solvable even part
 \jour           Algebra Logic
 \yr             1995
\vol             34
\issue           1
 \pages          25--34
\endref

\ref\no11
\by              Goncharov M.
 \paper          On solvable $Z_3$-graded alternative algebras
 \jour           Algebra Discrete Math.
 \yr             2015
\vol             20
%\issue           1
 \pages          203--216
\endref

\ref\no12
\by              Umirbaev U. and Zhelyabin~V.
 \paper          On the solvability of graded Novikov algebras
 \jour           Internat. J. Algebra Comput.
 \yr             2021
\vol             31
 \issue          7
 \pages          1405--1418
\endref

\ref\no13
\by              Kharchenko V.K.
 \paper          Galois extensions and quotient rings
 \jour           Algebra Logic
 \yr             1974
\vol             13
\issue           2 %\?
 \pages          265--281
\endref

\ref\no14
\by              Dotsenko V., Ismailov N., and Umirbaev U.
 \paper          Polynomial identities in Novikov algebras
 \jour           Math.~Z.
 \yr             2023
\vol             303
 \issue          3
 \pages          Article~60; 17~pp.
\endref

\ref\no15
 \by               Zhevlakov~K.A., Slinko~A.M.,  Shestakov~I.P., and Shirshov~A.I.
 \book             Rings That Are Nearly Associative
 \publ             Academic
 \publaddr         New York
 \yr               1982
\endref

\ref\no16
\by              Panasenko A.S.
 \paper          Semiprime Novikov algebras
 \jour           Internat. J. Algebra Comput.
 \yr             2022
\vol             32
 \issue          7
 \pages          1369--1378
\endref

\ref\no17
\by              Zhelyabin V. and Umirbaev~U.
 \paper          On the solvability of $\Z_3$-graded Novikov algebras
 \jour           Symmetry
 \yr             2021
\vol             13
% \issue          7
 \pages          Article~312
\endref
\endRefs