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Pages that link to "Peter Vassilev"
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The following pages link to Peter Vassilev:
Displayed 22 items.
- Issue:Generalized net model of algorithm for intuitionistic fuzzy estimations (← links)
- Issue:On similarly structured intuitionistic fuzzy sets (← links)
- Issue:Intuitionistic fuzzy generalized net model of adolescent idiopathic scoliosis classification and the curve progression probability (← links)
- Issue:On an aggregation of expert value assignments using index matrices (← links)
- Issue:A remark on intuitionistic fuzzy implications (← links)
- Issue:A note on a family of multiplicative and additive mappings preserving the class IFS(X) (← links)
- Issue:Miltiplicatively equivalent intuitionistic fuzzy sets (← links)
- Issue:InterCriteria Analysis of data for blood collection in the Transfusion Hematology Department, University Hospital ''St. Anna'', Sofia (← links)
- Issue:InterCriteria analysis of forest fires in the Mediterranean area in 1990–2017 (← links)
- Issue:Interval-valued intuitionistic fuzzy sets over universes with special forms (← links)
- Issue:A remark on the operations "+" and ":" between intuitionistic fuzzy pairs (← links)
- Issue:A new intuitionistic fuzzy definiteness norm (← links)
- Issue:InterCriteria Analysis in Structural and Parameter Identification of L-lysine Production Model (← links)
- Issue:Simulation of Generalized Nets by using GNDraw (← links)
- Issue:On intuitionistic fuzzy pairs of n-th type (← links)
- Issue:Modifications of Łukasiewicz's intuitionistic fuzzy implication (← links)
- Issue:The ⊖ operation over intuitionistic fuzzy pairs (← links)
- Issue:Trigonometric-based operators over intuitionistic fuzzy sets (← links)
- Issue:On a family of billiards-inspired operators over intuitionistic fuzzy sets (← links)
- Issue:On a new expanding modal-like operator on intuitionistic fuzzy sets (← links)
- Issue:Intuitionistic fuzzy sets and some of their so-called extensions (← links)
- Issue:On some new geometrically motivated operators over intuitionistic fuzzy sets (← links)