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Author ID: penabad.jaime Recent zbMATH articles by "Penabad, Jaime"
Published as: Penabad, Jaime
Documents Indexed: 10 Publications since 2005
Co-Authors: 6 Co-Authors with 10 Joint Publications
60 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

10 Publications have been cited 45 times in 27 Documents Cited by Year
On fuzzy unfolding: A multi-adjoint approach. Zbl 1099.68017
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
21
2005
Beyond multi-adjoint logic programming. Zbl 1343.68045
Moreno, Ginés; Penabad, Jaime; Vázquez, Carlos
6
2015
Symbolic unfolding of multi-adjoint logic programs. Zbl 1430.68026
Moreno, Ginés; Penabad, Jaime; Riaza, José Antonio
4
2019
An improved reductant calculus using fuzzy partial evaluation techniques. Zbl 1182.68041
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
4
2009
Symbolic execution and thresholding for efficiently tuning fuzzy logic programs. Zbl 1485.68039
Moreno, Ginés; Penabad, Jaime; Riaza, José A.; Vidal, Germán
3
2017
Dedekind-MacNeille completion and Cartesian product of multi-adjoint lattices. Zbl 1269.06003
Morcillo, Pedro J.; Moreno, Ginés; Penabad, Jaime; Vázquez, Carlos
2
2012
Thresholded semantic framework for a fully integrated fuzzy logic language. Zbl 1372.68053
Julián-Iranzo, Pascual; Moreno, Ginés; Penabad, Jaime
2
2017
Measuring the interpretive cost in fuzzy logic computations. Zbl 1182.68040
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2007
Unfolding-based improvements on fuzzy logic programs. Zbl 1272.68075
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2005
Efficient reductants calculi using partial evaluation techniques with thresholding. Zbl 1278.68050
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2007
Symbolic unfolding of multi-adjoint logic programs. Zbl 1430.68026
Moreno, Ginés; Penabad, Jaime; Riaza, José Antonio
4
2019
Symbolic execution and thresholding for efficiently tuning fuzzy logic programs. Zbl 1485.68039
Moreno, Ginés; Penabad, Jaime; Riaza, José A.; Vidal, Germán
3
2017
Thresholded semantic framework for a fully integrated fuzzy logic language. Zbl 1372.68053
Julián-Iranzo, Pascual; Moreno, Ginés; Penabad, Jaime
2
2017
Beyond multi-adjoint logic programming. Zbl 1343.68045
Moreno, Ginés; Penabad, Jaime; Vázquez, Carlos
6
2015
Dedekind-MacNeille completion and Cartesian product of multi-adjoint lattices. Zbl 1269.06003
Morcillo, Pedro J.; Moreno, Ginés; Penabad, Jaime; Vázquez, Carlos
2
2012
An improved reductant calculus using fuzzy partial evaluation techniques. Zbl 1182.68041
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
4
2009
Measuring the interpretive cost in fuzzy logic computations. Zbl 1182.68040
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2007
Efficient reductants calculi using partial evaluation techniques with thresholding. Zbl 1278.68050
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2007
On fuzzy unfolding: A multi-adjoint approach. Zbl 1099.68017
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
21
2005
Unfolding-based improvements on fuzzy logic programs. Zbl 1272.68075
Julián, Pascual; Moreno, Ginés; Penabad, Jaime
1
2005

Citations by Year