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Browsing CAIM - 2018 by Subject "monoids"

Browsing CAIM - 2018 by Subject "monoids"

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  • CIMPOEAȘ, Mircea (Bons Offices, 2018)
    The most important case, largely studied in analytic number theory, is the case when R is a domain (or even more particullary, when R = C) and Γ = N∗ is the multiplicative monoid of positive integers. Cashwell and Everett ...
  • 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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