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The diagnosis of states of contacts
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K. A. Popkov
Published/Copyright:
May 1, 2014
Abstract
We consider the problem of identification of states of the contacts by means of experiments consisting in arranging these contacts into two-pole circuits with subsequent ”testing” of these circuits, i. e. in finding Boolean functions realized by the circuits constructed.
Published Online: 2014-5-1
Published in Print: 2013-12-1
© 2014 by Walter de Gruyter Berlin/Boston
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Articles in the same Issue
- Front matter
- Criterion for propositional calculi to be finitely generated
- Fast Catalan constant computation via the approximations obtained by the Kummer’s type transformations
- Cycle indices of an automaton
- Definability in the language of functional equations of a countable-valued logic
- On bigram languages
- The diagnosis of states of contacts
- Finite systems of generators of infinite subgroups of the Golod group
- On the number of cyclic points of random A-mapping
Articles in the same Issue
- Front matter
- Criterion for propositional calculi to be finitely generated
- Fast Catalan constant computation via the approximations obtained by the Kummer’s type transformations
- Cycle indices of an automaton
- Definability in the language of functional equations of a countable-valued logic
- On bigram languages
- The diagnosis of states of contacts
- Finite systems of generators of infinite subgroups of the Golod group
- On the number of cyclic points of random A-mapping
