Robustness of reverse triple I algorithms based on interval-valued fuzzy inference
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Publication:900261
DOI10.1016/j.ijar.2015.07.004zbMath1344.68239OpenAlexW936461327MaRDI QIDQ900261
Publication date: 22 December 2015
Published in: International Journal of Approximate Reasoning (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.1016/j.ijar.2015.07.004
Related Items (7)
Quintuple implication principle on interval-valued intuitionistic fuzzy sets ⋮ Interval-valued fuzzy reasoning method based on similarity measure ⋮ Interval-valued quintuple implication principle of fuzzy reasoning ⋮ On the \(\alpha(u,v)\)-symmetric implicational method for \(\mathrm{R}\)- and \((\mathrm{S},\mathrm{N})\)-implications ⋮ Interval-valued fuzzy reasoning full implication algorithms based on the t-representable t-norm ⋮ Cosine similarity measure of complex fuzzy sets and robustness of complex fuzzy connectives ⋮ On the symmetric quintuple implicational method of fuzzy reasoning
Cites Work
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- Robustness of interval-valued fuzzy inference
- The standard completeness of interval-valued monoidal t-norm based logic
- A review on interval type-2 fuzzy logic applications in intelligent control
- On answering the question ``Where do I start in order to solve a new problem involving interval type-2 fuzzy sets?
- Triangle algebras: A formal logic approach to interval-valued residuated lattices
- Reverse triple I method of fuzzy reasoning
- Robustness of full implication algorithms based on interval-valued fuzzy inference
- A characterization of interval-valued residuated lattices
- The pseudo-linear semantics of interval-valued fuzzy logics
- A more efficient method for defining fuzzy connectives
- On the logic foundation of fuzzy reasoning
- Triple I algorithms based on Schweizer-Sklar operators in fuzzy reasoning
- Robustness analysis of full implication inference method
- A constructive method for the definition of interval-valued fuzzy implication operators
- Robustness of fuzzy reasoning via logically equivalence measure
- Reverse triple I method of fuzzy reasoning for the implication operator \(R_{L}\)
- Unified full implication algorithms of fuzzy reasoning
- Design of interval type-2 fuzzy sliding-mode controller
- Unified forms of Triple I method
- Quantitative fuzzy semantics
- Fuzzy sets in approximate reasoning. II: Logical approaches
- An approach to measure the robustness of fuzzy reasoning
- The Correct Expressions of Reverse Triple I Methods for Fuzzy Reasoning
- Introduction to Interval Analysis
- Outline of a New Approach to the Analysis of Complex Systems and Decision Processes
- CLASSES OF INTUITIONISTIC FUZZY T-NORMS SATISFYING THE RESIDUATION PRINCIPLE
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