Browsing CAIM - 2018 by Subject "rings"

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  • SNIZHKO, N. V. (Bons Offices, 2018)
    In this work, the method of Muskhelishvili’s complex potentials is used to solve the boundary value problem of elasticity theory for a domain in the form of a ring with piecewise constant boundary conditions on the contour. ...
  • ONOI, Vasilii I. (Bons Offices, 2018)
    It is demonstrated that there exist ternary Moufang loops that are different from ternary groups. Let (K, +, •, 1) be an associative ring (not necessary commutative) which has characteristic 3, i.e., x + x + x = 0 for all x ∈ K.
  • COJUHARI, E. P.; GARDNER, B. J. (Bons Offices, 2018)
    In this talk all rings have identity but need not be commutative. In many cases the ring A(G; σ) is a subnormalizing extension of A generated by G. On the other hand, if S is a subnormalizing extension of R, the xi form a ...

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