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A criterion for a partial prediction of general regular superevents
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A. A. Mastikhina
Published/Copyright:
May 1, 2011
Published Online: 2011-05
Published in Print: 2011-05
©2012 by Walter de Gruyter GmbH & Co.
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- The best asymptotic representation of Boolean functions by information graphs
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- A criterion for a partial prediction of general regular superevents
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Articles in the same Issue
- On the stability radius of an efficient solution of a multicriteria portfolio optimisation problem with the Savage criteria
- On minimisation of the double-sided shadow in the unit cube
- On the singular series in the Waring–Goldbach problem with shifted primes
- On the number of n-ary quasigroups of finite order
- An algorithm for construction of the annihilator of a polylinear recurring sequence over a finite commutative ring
- Minor rank, zeros of the determinant of a Boolean matrix, and their applications
- On intersection and symmetric difference of families of boundary classes in the problems on colouring and on the chromatic number
- A fast algorithm for the construction of polynomials modulo k for k-valued functions for composite k
- The best asymptotic representation of Boolean functions by information graphs
- A criterion for reducibility of the problem on dangerous closeness to one-dimensional interval search
- A criterion for a partial prediction of general regular superevents
- On construction of an explicit basis for admissible inference rules of modal logics extending S4.1