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Просмотр по автору "Sultanbekov F."

Просмотр по автору "Sultanbekov F."

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  • A (3, 3)-homogeneous quantum logic with 18 atoms. i 
    Sultanbekov F. (2012)
    A quantum logic is called (m, n)-homogeneous if any its atom is contained exactly in m maximal (with respect to inclusion) orthogonal sets of atoms (we call them blocks), and every block contains exactly n elements. We ...
  • Automorphism Groups of Small (3,3)-homogeneous Logics 
    Sultanbekov F. (2010)
    We prove that (3,3)-homogeneous logics with 15 or 17 atoms are unique and for 16 atoms such logic does not exist. We also describe the automorphism groups for such logics and construct (3,3)-homogeneos logics (with 19 ...
  • Finite concrete logics: Their structure and measures on them 
    Ovchinnikov P.; Sultanbekov F. (1998)
    After making a brief survey of results on finite concrete logics obtained during the last 16 years, we present new ones due to the authors. We especially concentrate on developing the duality theory and handling problems ...
  • On (3,3)-Homogeneous greechie orthomodular posets 
    Sultanbekov F. (2005)
    We describe (3,3)-homogeneous orthomodular posets for some cardinality of their sets of atoms. We examine a state space and a set of two-valued states of such logics. Particular homogeneous OMPs with exactly k pure states ...
  • Operation associated to partitions and best extension of signed measures on set logics 
    Sultanbekov F. (1995)
    We offer a new operation on the class of concrete logics based on a partition generated by a two-valued state. Then we discuss the problem of the best extension of signed measures on the concrete logics and give a series ...
  • Set logics and their representations 
    Sultanbekov F. (1993)
    We examine a set logic by means of all its representations as a concrete logic together with the automorphism groups of the representations. The most important are the minimal representations, i.e., the ones defined by ...
  • Solving problems on finite concrete logics with the help of a PC 
    Sultanbekov F. (1998)
    Three routines which may be used in the computer treatment of general finite concrete logics are described. The results for some particular finite concrete logics are presented.

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