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  1. 4 Studia Humana

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  1. 4 Levin V. I.

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1

Continuous-Logical Methods in Mathematical Economics

100%
Levin V. I.
Studia Humana
|
2016
|
vol. 5
|
issue 1
31-39
EN
An application of continuous logic for the mathematical description of economical systems is given. Parallel, sequential, parallel-sequential and sequentialparallel systems are calculated using continuous logic (CL) methods.
2

Continuous Logic and Scheduling in Systems with Indeterminate Processing Times

100%
Levin V. I.
Studia Humana
|
2014
|
vol. 3
|
issue 1
38-47
EN
A general approach to the synthesis of an optimal order of executing jobs in engineering systems with indeterminate (interval) times of job processing is presented. As a mathematical model of the system, a two-stage pipeline is taken whose first and second stages are, respectively, the input of data and its processing, and the corresponding mathematical apparatus is continuous logic and logic determinants.
3

Many-Valued Logic in the Jewish Short Stories

100%
Levin V. I.
Studia Humana
|
2014
|
vol. 3
|
issue 4
3-6
EN
Jewish short stories (parables, tales, jokes, etc.) are explained from the viewpoint of many-valued logic. On the basis of some examples, we show, how their contents may be logically interpreted.
4

A Composition of Fuzzy Sets

100%
Levin V. I.
Studia Humana
|
2015
|
vol. 4
|
issue 4
39-46
EN
A new operation on fuzzy sets - the r-composition of n-sets - is introduced. The particular cases of this operation are logical conjunction (r = 1) or disjunction (r = n). In the general case (1 < r < n), this operation is purely fuzzy and has no analogs among the operations on fuzzy sets. The operation of r-composition is applied to the solution of control problems under uncertainty.
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