Name
Papers
Collaborators
DANIEL RUIZ-AGUILERA
46
24
Citations 
PageRank 
Referers 
345
25.56
200
Referees 
References 
352
671
Search Limit
100352
Title
Citations
PageRank
Year
On The Use Of Conjunctors With A Neutral Element In The Modus Ponens Inequality00.342020
The modularity condition for uninorms revisited.10.352019
The non-contradiction principle related to natural negations of fuzzy implication functions.00.342019
Equivalence and characterization of probabilistic and survival implications.00.342019
Uninorm based residual implications satisfying the Modus Ponens property with respect to a uninorm.20.372019
Characterization of a Class of Fuzzy Implication Functions Satisfying the Law of Importation With Respect to a Fixed Uninorm - Part II.20.372018
Fuzzy Hit-or-Miss Transform Using Uninorms.00.342018
Improving salt and pepper noise removal using a fuzzy mathematical morphology-based filter.30.412018
The distributivity equation for uninorms revisited.50.412018
Generalized Modus Ponens for (U, N)-implications.10.352018
The migrativity equation for uninorms revisited.00.342017
An iterative algorithm for image inpainting using aggregation functions.00.342017
On Some Classes of RU-Implications Satisfying U-Modus Ponens.00.342017
From three to one: Equivalence and characterization of material implications derived from co-copulas, probabilistic S-implications and survival S-implications.30.482017
On two construction methods of copulas from fuzzy implication functions.50.532016
RU and (U,N)-implications satisfying Modus Ponens100.572016
On rational fuzzy implication functions00.342016
A fuzzy morphological hit-or-miss transform for grey-level images: A new approach00.342016
On a Generalization of the Modus Ponens: U-conditionality.70.512016
Gaussian Noise Reduction Using Fuzzy Morphological Amoebas.10.342016
A characterization of a class of uninorms with continuous underlying operators.220.782016
On the distributivity property for uninorms170.632016
Edge Image Aggregation Method Using Ordered Weighted Averaging Functions10.372016
Mayor-Torrens t-norms in the Fuzzy Mathematical Morphology and Their Applications.20.372016
On the Generalization of the Uninorm Morphological Gradient.10.362015
Migrative uninorms and nullnorms over t-norms and t-conorms.330.982015
Residual implications derived from uninorms satisfying Modus Ponens20.392015
A survey on the existing classes of uninorms.280.942015
On the Generalization of the Fuzzy Morphological Operators for Edge Detection20.382015
On (OP)-polynomial implications10.372015
On the Choice of the Pair Conjunction-Implication into the Fuzzy Morphological Edge Detector20.372015
On Fuzzy Polynomial Implications.40.492014
A New Edge Detector Based on Uninorms.30.402014
Fuzzy Hit-or-Miss Transform Using the Fuzzy Mathematical Morphology Based on T-norms00.342013
High-density impulse noise removal using fuzzy mathematical morphology.30.422013
Discrete uninorms with smooth underlying operators.00.342013
Migrativity of Uninorms over T-norms and T-conorms50.522013
A Fuzzy Filter for High-Density Salt and Pepper Noise Removal.50.432013
A Comparison Study of Some Configurations of the Uninorm Morphological Edge Detector.00.342012
On the Pair Uninorm-Implication in the Morphological Gradient.20.372012
On Migrative t-Conorms and Uninorms.110.592012
Some remarks on the characterization of idempotent uninorms501.642010
Idempotent Uninorms On Finite Ordinal Scales321.392009
Image Analysis Applications Of Morphological Operators Based On Uninorms120.752009
Distributivity of strong implications over conjunctive and disjunctive uninorms.10.352006
Residual implications and co-implications from idempotent uninorms.663.522004