Prof. Dr. Toma-Lazar Albu

Profil

Derzeitige StellungProfessor W-3 und Äquivalente
FachgebietAlgebra, Zahlentheorie, Algebraische Geometrie
KeywordsMathematics, Algebra, Ring Theory and Module Theory , Field Theory, Algebraic Theory of Lattices, Algebraic Number Theory

Aktuelle Kontaktadresse

LandRumänien
OrtBucharest 1

Gastgeber*innen während der Förderung

Prof. Dr. Friedrich KaschMathematisches Institut, Ludwig-Maximilians-Universität München (LMU), München
Prof. Dr. Robert WisbauerMathematisches Institut, Lehrstuhl für Mathematikdidaktik und Mathematik, Heinrich-Heine-Universität Düsseldorf, Düsseldorf
Beginn der ersten Förderung01.01.1973

Programm(e)

1972Humboldt-Forschungsstipendien-Programm

Publikationen (Auswahl)

2004Toma-Lazar Albu: Lessons On The Grothendieck Category sigma [M]. Editura Universitatii din Bucaresti, 2004
2003Toma-Lazar Albu: Cogalois Theory. Marcel Dekker, Inc., 2003
2003Toma-Lazar Albu: Inifinite Cogalois Theory, Clifford Extensions, And Hopf Algebras. In: Journal of Algebra and Its Applications, 2003, 119-136
2003Toma-Lazar Albu, Laurentiu Panaitopol: Quartic Field Extensions With No Proper Intermediate Field. In: Rev. Roumaine Math. Pures Appl., 2003, 1-11
2002Toma-Lazar Albu, Servan Basarab: Lattice-Isomorphic Groups, And Infinite Abelian G-Cogalois Field Extensions . In: J. of Algebra and Its Applications, 2002, 243-253
2002Toma-Lazar Albu: Some Examples In Cogalois Theory With Applications To Elementary Fleld Arithmetic. In: J. of Algebra and Its Applications, 2002, 1-29
2001Toma Albu, Mark. L. Teply: Gamma-deviation and localization. In: J. Korean Math. Soc. , 2001, 937-954
2001Toma Albu, Günter Krause, Mark L. Teply: Bijective Relative Gabriel Correspondence Over Rings With Torsion Theoretic Krull Dimension. In: Journal of Algebra, 2001, 1-25
2001Toma-Lazar Albu, S. Tariq Rizvi: Chain conditions on quotient finite dimensional modules. In: Communications in Algebra, 2001, 1909-1928
2000Toma-Lazar Albu, Mark L. Teply, Guenter Krause: The nilpotence of the tau-closed prime radical in rings with tau-Krull dimension.. In: J. Algebra, 2000, 498-513