Cimpoeaş Mircea - Researcher


Curriculum Vitae:

Birth day: August 1,1980

Studies

1994-1998. High School "Gheorghe Lazăr", Bucharest
1998-1999. "Politehnica" University, Faculty of Mechanics
1999-2003. University of Bucharest, Faculty of Mathematics and Computer Science
2003-2005. University of Bucharest, Faculty of Mathematics and Computer Science, Master G.T.A. (Geometry-topology-algebra)
2003-2004. "Şcoala normală superioară Bucureşti", Master G.T.A.

Contact

Phone: +40-21.648.13.96 / 0.723.594.000
Email : mircea.cimpoeas@imar.ro

Ph.D studies:

Period: November 2003-October 2007.
Supervisor: Professor Dorin Popescu yda_popescu@yahoo.com
Research area: Combinatorics in commutative algebra.

Reports:

1. Maximal Cohen-Macaulay modules. (April 2004) DOC
2. Local cohomology. (December 2004) DOC
3. Polymatroids. (December 2004) PDF

Exams sustained:

1. Monomial algebras. (may 2004)
2. Computer algebra. (april 2005)
3. Singularities. (june 2005)


Ph-d Thesis: Contributions in combinatorics in commutative algebra.

Research interests:

Commutative algebra and combinatorics. I'm working on problems regarding the Stanley depth of multigraded modules.

List of mathematical publications and articles:

1. Finite multicomplexes.PDF, Analele Stiintifice ale Univ.Ovidius, seria matematica, Vol. XIV (2006) fascicola 2.
2. A generalization of Pardue's formula.PDF, Bull. Math. Soc. Sci. Math. Roumanie, TOME 49 (97), no. 4, 2006, p.315-334.
3. Generic initial ideal for complete intersections of embedding dimension three with strong Lefschetz property. PDF, Bull. Math. Soc. Sci. Math. Roumanie TOME 50 (98), no. 1, 2007, p.3-31.
4. A note on the generic initial ideal for complete intersections. PDF, to appear in Bull. Math. Soc. Sci. Math. Roumanie TOME 50 (98), no. 2, 2007, p 119-130.
5.Regularity for certain classes of monomial ideals. PDF, Analele Stiintifice ale Univ.Ovidius, seria matematica, Vol. XV (2007) fascicola 1.
6. A stable property of Borel type ideals. PDF, Communications in Algebra, Volume 36, Issue 2 February 2008 , pages 674 - 677.
7.Stanley depth of complete intersection monomial ideals, PDF, Bull.Math.Soc.Sc.Math.Roumanie 51(99),no.3 (2008), 205-211.
8.Some remarks on the Stanley's depth for multigraded modules, PDF, Le Matematiche, Vol. LXIII (2008), Fasc. II, pp. 165-171.
9.Some remarks on Borel type ideals. PDF, Communications in Algebra, Volume 37, Number 2, February 2009 , pp. 724-727(4)
10.Stanley depth of monomial ideals with small number of generators, PDF, 2009, submitted to Central European Journal of Mathematics.


©Last update: July 2009.