G. Cortiñas Homepage

Position:  Associate Professor (University of Buenos Aires)
 

Research Interests:    K-theory & cyclic homology ,  noncommutative geometry.

Students

Research Papers

1. J.L. Castiglioni, G. Cortiñas. Cosimplicial versus DG-rings: a version of the Dold-Kan correspondence.  J. Pure  Appl. Algebra.191 (2004) 119-142.
2. G. Cortiñas, C. Valqui. Excision in bivariant periodic cyclic homology: a categorical approach.  K-theory 30 (2003) 167-201.
3. G. Cortiñas. The obstruction to excision in K-theory and in cyclic homology. arXiv
4. G. Cortiñas. De Rham and infinitesimal cohomology in Kapranov's model for noncommutative algebraic geometry.  Compositio Mathematica 136 (2003)  171-203 .
5. G. Cortiñas. The structure of smooth algebras in Kapranov's framework for noncommutative geometry. arXiv
6. G. Cortiñas. An explicit formula for PBW quantization. Comm. Algebra 30, (2002) 1705-1713.
7. G. Cortiñas. Periodic cyclic homology as sheaf cohomology. K-theory 20 (2000) 175-200. 
8. G. Cortiñas. Interchanging holims and hocolims in CAT. Bol. Acad. Nac. Ciencias 65 (2000) 95-102. arXiv
9. G. Cortiñas. Infinitesimal K-theory. J. reine angew. Math. 503 (1998), 129-160.
10. G. Cortiñas. On the derived functor analogy in the Cuntz-Quillen framework for cyclic homology. Algebra Colloquium 5, no. 3 (1998), 305-328.
11. G. Cortiñas, F. Krongold. Artinian algebras and differential forms. Comm. in Alg. 27:4 (1999) 1711-1716.
12. G. Cortiñas. On the cyclic homology of commutative algebras over arbitrary ground rings. Comm. in Alg. 27:3 (1999) 1403-1412.
13. G. Cortiñas, S. Geller, C. Weibel. The artinian Berger conjecture. Me.ath. Z. 228, 569-588 (1998).
14. G. Cortiñas, J. Shapiro. On universal central extensions of quadratic Lie algebras and its relation to dihedral homology.J. of Alg. 180 725-756 (1996).
15. G. Cortiñas. Conjetura de Berger artiniana Pro Mathematica 8 123-127 (1994).
16. G. Cortiñas, C. Weibel. Homology of Azumaya algebras. Proc. Amer. Math. Soc. 121, 53-55 (1994).
17. G. Cortiñas. L-theory and dihedral homology II. Topology and its Appl. 51, 53-69 (1993).
18. G. Cortiñas. L-theory and dihedral homology. Math. Scand. 73, 21-35 (1993).
19. G. Cortiñas. Stiefel-Whitney classes for quadratic modules. Comm. in Alg. 21, 163-178 (1993).
20. L. Caniglia, G. Cortiñas, S. Danon, A. Galligo, J. Heintz, T. Krick, P. Solernó. Algorithmic aspects of Suslin's proof of Serre's conjecture. Comput. Complexity 3, 31-55, (1993). 
21. G. Cortiñas, J. A. Guccione, J. J. Guccione. Decomposition of Hochschild and cyclic homology of commutative differential graded algebras. J.of Pure and Appl. Alg. 83, 219-235 (1992).
22. N. Fitchas (L. Caniglia, G. Cortiñas, S. Danon, J. Heintz, T. Krick, P. Solernó), A. Galligo. Nullstellensatz effectif et conjecture de Serre pour le calcul formel. Math. Nach. 149 231-253 (1990).
23. G. Cortiñas, J. A. Guccione, O. E. Villamayor. Cyclic homology of k[Z/pZ]. K-theory 2 603-616, (1989).
24. G. Cortiñas, O.E. Villamayor. Cyclic homology of k[Z/2Z].Revista de la UMA 33, 55-61 (1987).
25. G. Cortiñas. La K-teoria ortogonal de Karoubi-Villamayor. Notas Soc. Mat. de Chile, 5 151-152, (1986).

 

Available reviews of the papers listed above

MathReviews|Zentralblatt
 
 
 

 

 

This page has been visited times since 29/7/02. Courtesy of 

Last modified: 23/6/03