Efficiency of using the feed additive lecitomix for feeding calves von Slozhenkina, M.I., Gorlov, I.F., Mosolov, A.A., Abramov, S.A., Natyrov, A.K., Stifanko, M.D.

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Ecological clusters as a tool of improving the environmental safety in developing countries von Popkova, E. G., Shakhovskaya, L. S., Abramov, S. A., Natsubidze, A. S.

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On ramification indices of formal solutions of constructive linear ordinary differential systems von Abramov, S.A.

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Dimensions of solution spaces of H-systems von Abramov, S.A., Petkovšek, M.

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On singular points of solutions of linear differential systems with polynomial coefficients von Abramov, S.A, Khmelnov, D.E

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Procedures to search for Laurent and regular solutions of linear ordinary differential equations with truncated power series coefficients von Abramov, S.A., Khmelnov, D.E., Ryabenko, A.A.

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On full rank differential systems with power series coefficients von Abramov, S.A., Barkatou, M.A., Khmelnov, D.E.

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Linear q-difference equations depending on a parameter von Abramov, S.A., Ryabenko, A.A.

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Polynomial ring automorphisms, rational ( w , σ ) -canonical forms, and the assignment problem von Abramov, S.A., Petkovšek, M.

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Constructional Design of Polymeric Cooled Bearings von Raykovskiy, N.A., Yusha, V.L., Zyulin, D.V., Abramov, S.A.

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Subanalytic solutions of linear difference equations and multidimensional hypergeometric sequences von Abramov, S.A., Barkatou, M.A., van Hoeij, M., Petkovšek, M.

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Verification of a Numerical Technique for Investigating the Flow of a Cooling Medium in a Crescent-Shaped Gap of the Self-Lubricating Bearing of a Turbine Unit von Raykovskiy, N. A., Yusha, V. L., Abramov, S. A., Zyulin, D. V., Potapov, V. V.

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Developing of Computational Investigation Methodology of Newtonian Fluid in the Crescent-shaped Gap of Turbogenerator Oil-free Bearing von Raykovskiy, N.A., Yusha, V.L., Abramov, S.A., Potapov, V.V., Zyulin, D.V.

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A direct algorithm to compute rational solutions of first order linear [formula omitted]-difference systems von Abramov, S.A.

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Erratum to “Rational normal forms and minimal decompositions of hypergeometric terms” [J. Symbolic Comput. 33 (2002) 521–543] von Abramov, S.A, Petkovšek, M

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D’Alembertian series solutions at ordinary points of LODE with polynomial coefficients von Abramov, S.A., Barkatou, M.A.

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Rational Normal Forms and Minimal Decompositions of Hypergeometric Terms von Abramov, S.A., Petkovšek, M.

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When does Zeilberger's algorithm succeed? von Abramov, S.A

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A direct algorithm to compute rational solutions of first order linear q-difference systems von Abramov, S.A.

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A criterion for the applicability of Zeilberger's algorithm to rational functions von Abramov, S.A., Le, H.Q.

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