ACADEMIC EDUCATION





Licenciado in Mathematics in University of  Granada (1976-81).
Doctor in Mathematics in University of Almería (10 october 1997).
Title of the Ph. D. thesis: Objetos multiplicación.
Director of thesis: Blas Torrecillas Jover.

 PROFESSIONAL SITUATION






Professional Category: Profesor Titular de Universidad in the area of Algebra.
Faculty: Facultad de Ciencias Experimentales.
Department: Álgebra y Análisis Matemático.
University: Almería.
Postal address: Carretera Sacramento s/n. La Cañada de San Urbano. Almería. Spain.
C.P.: 04120.
Location: Edificio CITE III, planta 1, despacho 39.
Tfno: 950 01 5651.
 
 

LIST OF PUBLICATIONS





[1] Ampliación de cuerpos numéricos mediante matrices, A. Lirola Terrez y J. Escoriza López, epsilon, revista matemática de bachillerato, Vol. 3 (1983), 15-21.
[2] Multiplication modules relative to torsion theories, J. Escoriza, B. Torrecillas, Communications in Algebra 23(11), (1995)
4315-4331.
[3] Relative multiplication and distributive modules, J. Escoriza, B. Torrecillas, Comment. Mathematicae Univ. Carolinae 38,
(1997) 205-221.
[4] OBJETOS MULTIPLICACIÓN, José Escoriza López, Servicio de Publicaciones de la Univ. de Almería, (1997)
ISBN 84-8240-105-X, (Ph. D. Thesis).
[5] Multiplication objects in commutative Grothendieck categories, J. Escoriza, B. Torrecillas, Commun. in Algebra 26(6),
(1998) 1867-1883.
[6] Multiplication rings and graded rings, J. Escoriza, B. Torrecillas, Commun. in Algebra 27(12) (1999), 6213-6232.
[7] PROBLEMAS DE ECUACIONES ALGEBRAICAS, José Escoriza López, Ser. Publicaciones  Univ. Almería, (1999)
ISBN 84-8240-204-8.
[8] Errores en Teoría de Anillos, José Escoriza López, epsilon, revista de la SAEM Thales, 48 (2000) 269-278.
[9] Multiplication graded rings, J. Escoriza, B. Torrecillas, Lecture Notes in Pure and Applied Mathematics, 208 (2000)
127-137.
[10] MULTIPLICATION OBJECTS IN MONOIDAL CATEGORIES, José Escoriza López, Nova Science Publishers, (2000), 195 pp., New York, ISBN 1-56072-823-X.
[11] PROBLEMAS COMENTADOS DE TEORÍA DE ANILLOS Y REPRESENTACIÓN DE GRUPOS, José Escoriza López, Serv. Public. Univ. Almería (2000), ISBN 84-8240-204-8.
[12] Multiplication objects, J. Escoriza, B. Torrecillas, Lecture Notes in Pure and Applied Mathematics, 221 (2001) 173-186.
[13] ANILLOS Y MÓDULOS MULTIPLICACIÓN, Juan Cuadra Díaz, José Escoriza López, Ciencia y Tecnología 15, Serv. Publ. Univ. Almería (2001), ISBN 84-8240-341-2001.
[14] Multiplication elements of semimodules, J. Escoriza, B. Torrecillas, Comptes rendus de la première rencontre maroco-andalouse sur Les Algèbres et leurs Applications,  Ed. Hidaya, Tétouan (2003) 117-134.
[15] Divisorial multiplication rings,  J. Escoriza, B. Torrecillas,  Lecture Notes in Pure and Applied Mathematics, 236 (2004). To appear.
 
 

COMMUNICATIONS IN MEETINGS



[1] Arithmetical properties in the lattice of submodules which are closed with respect to a torsion theory, IV Congrès Panafricaine des Mathématiciens, Ifrane (Morocco), September (1995).
[2] A categorical definition of multiplication object, I Workshop on Derived Categories and Ring Theory, Almería (Spain), March (1997).
[3] Multiplication graded modules and rings, Un Colloque International d´Algèbre et Theorie des Nombres, Fès (Morocco), May (1997).
[4] When a graded ring is a multiplication ring?, Interactions between Ring Theory and Representations of Algebras, Murcia (Spain), January (1998).
[5] Comódulos multiplicación, IV Jornadas Españolas de Teoría de Anillos, Málaga (Spain), March  (1999).
[6] Multiplication objects in monoidal categories, International Conference on Algebra and algebraic Geometry, León (Spain), June (1999).
[7] Teoría de semianillos y módulos multiplicación, V Jornadas españolas de Teoría de Anillos, Cádiz (Spain), March-April (2000).
[8] Anillos de multiplicación divisorial, VI Jornadas españolas de Teorías de Anillos, Almería (Spain), April (2001).
[9] Divisorial multiplication modules and rings, La première recontre Maroco-Andalouse sur les Algèbres et leurs Applications, Tetouan (Morocco), September (2001).
[10] A structure theorem for divisorial multiplication rings, Algebra Conference Venezia 2002, June (2002) Venezia (Italy).