Search Results - "Guts, A. K."

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  1. 1
    Uniqueness of Abelian affine chronogeometry

    Uniqueness of Abelian affine chronogeometry by Guts, A. K.

    Published in Siberian mathematical journal (01-07-1993)
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  2. 2
    Semigroups of the basic affine lie group and their automorphisms

    Semigroups of the basic affine lie group and their automorphisms by Guts, A. K.

    Published in Siberian mathematical journal (01-07-1992)
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  3. 3
    Dense order in Lobachevskii space

    Dense order in Lobachevskii space by Guts, A. K.

    Published in Siberian mathematical journal (01-07-1988)
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  4. 4
    Automorphisms of local order structures on hyperbolic manifolds

    Automorphisms of local order structures on hyperbolic manifolds by Guts, A. K.

    Published in Siberian mathematical journal (01-09-1987)
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  5. 5
    Mappings of an ordered Lobachevskii space

    Mappings of an ordered Lobachevskii space by Guts, A. K.

    Published in Siberian mathematical journal (01-05-1986)
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  6. 6
    A characterization of two-dimensional elementary geometries

    A characterization of two-dimensional elementary geometries by Guts, A. K.

    Published in Siberian mathematical journal (1982)
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  7. 7
    Chronogeometry of Einstein spaces of maximal mobility

    Chronogeometry of Einstein spaces of maximal mobility by Guts, A. K., Savchenko, E. I.

    Published in Siberian mathematical journal (1982)
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  8. 8
    Multidimensional theory of gravitation and time machines

    Multidimensional theory of gravitation and time machines by Guts, A. K.

    Published in Russian physics journal (01-02-1996)
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  9. 9
    Stochastic evolution of the topology and geometry of space-time and the six-dimensional theory of gravitation

    Stochastic evolution of the topology and geometry of space-time and the six-dimensional theory of gravitation by Guts, A. K.

    Published in Russian physics journal (01-08-1995)
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  10. 10
    Biomechanical grounds for use of lower molar segments after tooth preservation operations

    Biomechanical grounds for use of lower molar segments after tooth preservation operations by Semeniuk, V M, Guts, A K, Putalova, I N, Artiukhov, A V

    Published in Stomatologija (Moskva) (2004)
    “…The mathematical modeling and clinical testing of results of usage of low molar segments as supporting elements after tooth preserving surgery have been made…”
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  11. 11
    Breakdown of connectedness of physical space

    Breakdown of connectedness of physical space by Guts, A. K.

    Published in Soviet Physics Journal (01-08-1983)
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  12. 12
    Interaction of a planar gravitational wave with a scalar field

    Interaction of a planar gravitational wave with a scalar field by Guts, A. K.

    Published in Soviet Physics Journal (01-01-1983)
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  13. 13
    Change in the topology of physical space in a closed universe

    Change in the topology of physical space in a closed universe by Guts, A. K.

    Published in Soviet Physics Journal (01-05-1982)
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  14. 14
    Isotonic mappings of a nonconnectedly ordered Euclidean space

    Isotonic mappings of a nonconnectedly ordered Euclidean space by Guts, A. K.

    Published in Siberian mathematical journal (1981)
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  15. 15
    Chronogeometry of g del and de sitter manifolds

    Chronogeometry of g del and de sitter manifolds by Guts, A. K.

    Published in Siberian mathematical journal (1981)
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  16. 16
    Invariant orders on three-dimensional Lie groups

    Invariant orders on three-dimensional Lie groups by Guts, A. K.

    Published in Siberian mathematical journal (1977)
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  17. 17
    New solution of the Einstein-Dirac equations

    New solution of the Einstein-Dirac equations by Guts, A. K.

    Published in Soviet Physics Journal (01-08-1979)
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  18. 18
    Dynamics of the symmetries of a physical space and theory of equivariant bordisms

    Dynamics of the symmetries of a physical space and theory of equivariant bordisms by Guts, A. K., Fishkina, G. B.

    Published in Soviet Physics Journal (01-10-1988)
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  19. 19
    Interpretation of intuitionistic solution of the vacuum Einstein equations in smooth topos

    Interpretation of intuitionistic solution of the vacuum Einstein equations in smooth topos by Guts, A. K, Zvyagintsev, A. A

    Published 24-01-2000
    “…The topos theory is a theory which is used for deciding a number of problems of theory of relativity, gravitation and quantum physics. In the article…”
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  20. 20
    Mappings that preserve cones in Lobachevskii space

    Mappings that preserve cones in Lobachevskii space by Guts, A. K.

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