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Lattices of Ω-foliated formations
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Yu.A. Skachkova
Published/Copyright:
February 2, 2016
Abstract
We consider the lattices of Ω-canonical and Ω-bicanonical formations and prove that all n-fold Ω-canonical and n-fold Ω-bicanonical formations are inductive and modular.
Published Online: 2016-2-2
Published in Print: 2002-6-1
© 2016 by Walter de Gruyter Berlin/Boston
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Articles in the same Issue
- Editorial
- On inherited properties of restricted Boolean functions
- Some properties of the inertia groups of Boolean bijunctive functions and an inductive method of generating such functions
- On complexity of representation of multiple-valued logic functions as polarised polynomials
- On the periodicity of the sequence of states of an automaton corresponding to a given initial state and a given periodic input sequence
- On the analysis of fuzzy information graphs
- Lattices of Ω-foliated formations
- A formal reduction of the general problem of expressibility of formulas in the Gödel-Löb provability logic
- On some conditions for absence of a giant component in the generalised allocation scheme
- On 2-regular graphs whose girth is one less than the maximum
- Forthcoming Papers
- Contents