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Probabilistic Model of Canonically Conjugated Fuzzy Subsets | Authors: | Tsintsadze, Magda | | Subjects: | Math.Cybernetics; | | DDC Subject: | Mathematics | | Table Of Contents: | 1. Introduction ;
2.Chapter I. Color Representation in Fuzzy Probabilistic Model
§ 1.1 Notion and Properties of Color;
§ 1.2 Information Functions Representation;
§ 1.3 Connection between canonically conjugated colors;
3. Chapter II. Joint Representation of Characteristic Functions;
§ 2.1 Characteristic functions of canonically conjugated colors;
§ 2. 2 Canonically conjugated colors joint distribution;
4. Chapter III. Optimal Real F numbers;
§ 3.1 Main Definitions;
§ 3.2 Interpretation of the Basic fuzzy Set Theoretic Operations for
Optimal Model;
§ 3.3 Cartesian product of Colors;
§ 3.4 Color Value Calculation Condition;
3.5 Conditional by Color Fuzzy Subsets;
5. Chapter IV Arithmetic Operations on Fuzzy Numbers at Probabilistic Model;
§ 4.2 Opposite F Numbers;
§ 4.3 Mixed Fuzzy Real Numbers;
6. Application;
7. Reference. | | Date of Issue: | 2006 | | Source: | Probabilistic model of canonically conjugated fuzzy subsets / M. Tsintsadze: Diss. for scient. degree "Cand. of phys.-math. sciences" 01.01.08 / Tb. State Univ. - Tb., 2006 - 106p. - - Bibliogr.: p. 103-106. UDC: 510.51+519.81+510.22+519.7 | | Language: | English | | Extent Format: | 92 გვ. | | Created: | 2007-12-03 | | Modified: | 2007-12-05 |
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