Tomasa Calvo


Ontology type: schema:Person     


Person Info

NAME

Tomasa

SURNAME

Calvo

Publications in SciGraph latest 50 shown

  • 2016-10-21 Associative Globally Monotone Extended Aggregation Functions in CLAUDIO MORAGA: A PASSION FOR MULTI-VALUED LOGIC AND SOFT COMPUTING
  • 2015-03-31 Globally Monotone Extended Aggregation Functions in ENRIC TRILLAS: A PASSION FOR FUZZY SETS
  • 2015 Aggregation Functions for Recommender Systems in RECOMMENDER SYSTEMS HANDBOOK
  • 2014 Weakly Monotone Averaging Functions in INFORMATION PROCESSING AND MANAGEMENT OF UNCERTAINTY IN KNOWLEDGE-BASED SYSTEMS
  • 2013 Obtaining Multi-argument Fuzzy Measures on Lattices in AGGREGATION FUNCTIONS IN THEORY AND IN PRACTISE
  • 2012 Measures of Disagreement and Aggregation of Preferences Based on Multidistances in ADVANCES IN COMPUTATIONAL INTELLIGENCE
  • 2011 A Characterization Theorem for t-Representable n-Dimensional Triangular Norms in EUROFUSE 2011
  • 2011 On Penalty-Based Aggregation Functions and Consensus in CONSENSUAL PROCESSES
  • 2011 Two Methods for Image Compression/Reconstruction Using OWA Operators in RECENT DEVELOPMENTS IN THE ORDERED WEIGHTED AVERAGING OPERATORS: THEORY AND PRACTICE
  • 2010-10-05 Aggregation of Preferences in Recommender Systems in RECOMMENDER SYSTEMS HANDBOOK
  • 2008-01-01 A Review of Aggregation Functions in FUZZY SETS AND THEIR EXTENSIONS: REPRESENTATION, AGGREGATION AND MODELS
  • 2008-01-01 Identification of Weights in Aggregation Operators in FUZZY SETS AND THEIR EXTENSIONS: REPRESENTATION, AGGREGATION AND MODELS
  • 2008-01-01 Interpolatory Type Construction of General Aggregation Operators in FUZZY SETS AND THEIR EXTENSIONS: REPRESENTATION, AGGREGATION AND MODELS
  • 2007 Aggregation Functions: A Guide for Practitioners in NONE
  • 2002-12-16 A Computer Algebra Approach to Relational Systems Using Gröbner Bases in RELATIONAL METHODS IN COMPUTER SCIENCE
  • 2002 Aggregation Operators: Properties, Classes and Construction Methods in AGGREGATION OPERATORS
  • 2002 On Dominance and Dispersion of a Class of Weighting Lists in TECHNOLOGIES FOR CONSTRUCTING INTELLIGENT SYSTEMS 2
  • 1998 Aggregation Functions Defined by t-Norms and t-Conorms in AGGREGATION AND FUSION OF IMPERFECT INFORMATION
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