Bede, Barnabás.
Overview
            | Works: | 1 works in 0 publications in 0 languages | |
|---|---|---|
Titles
          
                  
                    Fuzzy Information Processing 2020 = Proceedings of the 2020 Annual Conference of the North American Fuzzy Information Processing Society, NAFIPS 2020 /
                  
                  by: 
                  Bede, Barnabás.; SpringerLink (Online service); De Cock, Martine.; Kreinovich, Vladik.; Ceberio, Martine.
                  (Language materials, printed)
                  , [http://id.loc.gov/vocabulary/relators/edt]
                  
                
                  
                    Approximation by Max-Product Type Operators
                  
                  by: 
                  Coroianu, Lucian.; Bede, Barnabás.; Gal, Sorin G.; SpringerLink (Online service)
                  (Language materials, printed)
                  , [http://id.loc.gov/vocabulary/relators/aut]
                  
                
                
          Subjects
          
            
              
                Approximation theory.
              
            
              
                Data Engineering.
              
            
              
                Operator theory.
              
            
              
                Artificial Intelligence.
              
            
              
                Artificial intelligence.
              
            
              
                Information theory.
              
            
              
                Measure theory.
              
            
              
                Computational Intelligence.
              
            
              
                Information and Communication, Circuits.
              
            
              
                Engineering—Data processing.
              
            
              
                Computational intelligence.
              
            
              
                Approximations and Expansions.
              
            
              
                Measure and Integration.
              
            
              
                Operator Theory.