Guil Asensio, Pedro Antonio Author
Modules invariant under automorphisms of their covers and envelopes
- Asensio P.A.G.
- Tütüncü D.K.
- Srivastava A.K.
ISRAEL JOURNAL OF MATHEMATICS - 1/2/2015
- JCR Impact Factor: 0.738 (2015)
- CiteScore: 1.7 (2020)
- SJR: 1.547 (2015
- SNIP: 1.279 (2015
- JCR 5-year Impact Factor: 0.78
- JCR Categories: MATHEMATICS
Model-theoretic aspects of Σ-cotorsion modules
- Asensio, Pedro A. Guil
- Herzog, Ivo
Annals of Pure and Applied Logic - 1/04/2007
- SJR Quartile: Q1
- CiteScore: 1.7 (2020)
- SJR: 1.096 (2007
- SNIP: 1.408 (2007
- SJR Categories: Logic (Q1)
- Scopus
- ORCID
- Web of Science
Model category structures arising from Drinfeld vector bundles
- Pedro Antonio Guil Asensio
- Mike Prest
- Sergio Estrada Domínguez
- Jan Trlifaj
Advances in Mathematics - 1/10/2012
- SJR Quartile: Q1
- JCR Impact Factor: 1.373 (2012)
- CiteScore: 2.8 (2020)
- SJR: 3.177 (2012
- SNIP: 2.012 (2012
- JCR 5-year Impact Factor: 1.51
- JCR Categories: MATHEMATICS
- SJR Categories: Mathematics (miscellaneous) (Q1)
- Scopus
- ORCID
- Web of Science
MacWilliams extending conditions and quasi-Frobenius rings
- Guil Asensio P.A.
- Srivastava A.K.
JOURNAL OF ALGEBRA - 1/9/2022
10.1016/j.jalgebra.2022.05.005
- JCR Impact Factor: 0.9 (2022)
- CiteScore: 1.5 (2021)
- SJR: 1.046 (2021
- SNIP: 1.339 (2021
- JCR 5-year Impact Factor: 0.9
- JCR Categories: MATHEMATICS
LINEAR COMPACTNESS AND MORITA DUALITY FOR GROTHENDIECK CATEGORIES
- PARDO, JLG
- ASENSIO, PAG
JOURNAL OF ALGEBRA - 1/05/1992
- CiteScore: 1.4 (2020)
Left cotorsion rings
- Asensio, PAG
- Herzog, I
Bulletin of the London Mathematical Society - 1/05/2004
- SJR Quartile: Q1
- CiteScore: 2.6 (2020)
- SJR: 1.283 (2004
- SNIP: 1.253 (2004
- SJR Categories: Mathematics (miscellaneous) (Q1)
- Scopus
- ORCID
- Web of Science
Indecomposable flat cotorsion modules
- Asensio, Pedro A. Guil
- Herzog, Ivo
Journal of the London Mathematical Society - 1/12/2007
- CiteScore: 1.8 (2020)
- SJR: 1.427 (2007
- SNIP: 1.594 (2007
- Scopus
- ORCID
- Web of Science
Indecomposable decompositions of pure-injective objects and the pure-semisimplicity
- Asensio, PAG
- Simson, D
Journal of Algebra - 15/10/2001
- SJR Quartile: Q1
- CiteScore: 1.4 (2020)
- SJR: 1.586 (2001
- SNIP: 1.265 (2001
- SJR Categories: Algebra and Number Theory (Q1)
- Scopus
- ORCID
- Web of Science
Indecomposable decompositions of modules whose direct sums are CS
- Pardo, JLG
- Asensio, PAG
Journal of Algebra - 1/04/2003
- SJR Quartile: Q1
- CiteScore: 1.4 (2020)
- SJR: 1.521 (2003
- SNIP: 1.139 (2003
- SJR Categories: Algebra and Number Theory (Q1)
- Scopus
- ORCID
- Web of Science
Indecomposable decompositions of finitely presented pure-injective modules
- Pardo, JLG
- Asensio, PAG
Journal of Algebra - 1/06/1997
- CiteScore: 1.4 (2020)
- Scopus
- ORCID
- Web of Science
On the construction of separable modules
- Asensio, P. A. Guil
- Izurdiaga, M. C.
- Torrecillas, B.
- Brzezinski, T
- GomezPardo, JL
- Shestakov, I
- Smith, PF
Modules and comodules - 2008
- ORCID
- Web of Science
Modules invariant under monomorphisms of their envelopes
- Asensio P.A.G.
- Tütüncü D.K.
- Srivastava A.K.
Contemporary Mathematics - 1/1/2018
- CiteScore: 0.8 (2020)
Pure-injectivity in the category of flat modules
- Guil Asensio, Pedro A.
- Herzog, Ivo
- Huynh, DV
- Jain, SK
- LopezPermouth, SR
ALGEBRA AND ITS APPLICATIONS - 2006
Preface
- Srivastava A.K.
- Leroy A.
- Herzog I.
- Guil Asensio P.A.
Contemporary Mathematics - 1/1/2020
- CiteScore: 0.8 (2020)
- SJR: 0.106 (2020
- Scopus
- ORCID
On countably Sigma-CS modules
- Alahmadi, Adel N.
- Al-Hazmi, Husain S.
- Guil Asensio, Pedro A.
- Huynh, DV
- Jain, SK
- LopezPermouth, SR
Algebra and its Applications - 2006
Fitting's lemma for modules with well-behaved clones
- Gomez Pardo, Jose L.
- Guil Asensio, Pedro A.
- Dung, NV
- Guerriero, F
- Hammoudi, L
- Kanwar, P
RINGS, MODULES AND REPRESENTATIONS - 2009
- JCR Quartile: Q2 (2009)
- Category normalized Impact: 0.305 (2009)
An equivalence induced by a locally projective modules
- Blas Torrecillas Jover
- Manuel Cortés Izurdiaga
- Pedro Antonio Guil Asensio
Zenodo - 2010
- Dialnet
- ORCID
Additive Unit Representations in Endomorphism Rings and an Extension of a Result of Dickson and Fuller
- Guil Asensio, Pedro A.
- Srivastava, Ashish K.
- Huynh, DV
- Jain, SK
- LopezPermouth, SR
- Rizvi, ST
- Roman, CS
RING THEORY AND ITS APPLICATIONS: RING THEORY SESSION IN HONOR OF T.Y. LAM ON HIS 70TH BIRTHDAY - 2014
This author has no patents.
This author has no reports or other types of publications.
h index
Scopus: 12
Web of Science: 13
i10 index
Scopus: 17
Web of Science: 19
Author profiles
-
ORCID
-
Web of Science ResearcherID
-
Scopus Author ID
-
Dialnet id
Research projects at UAL
-
Acronym UAL18-FQM-B008-A-ESince: February 1, 2020Until: January 20, 2021Funded by: Universidad de AlmeríaFunding / grant amount: 80,000.00 EURRole: Colaborador