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Wonderful models of subspace arrangements

- C. Concini, C. Procesi
- Mathematics
- 1 December 1995

The motivation stems from our attempt to understand Drinfeld's construction (el. [Dr2]) of special solutions of the Khniznik-Zamolodchikov equation (of. [K-Z]) with some prescribed asymptotic… Expand

On certain graded Sn-modules and the q-Kostka polynomials

- A. Garsia, C. Procesi
- Mathematics
- 1 July 1992

Abstract We derive here a number of properties of the q-Kostka polynomials K λ , μ ( q ). In particular we obtain a very accessible proof that these polynomials have non-negative integer… Expand

A characteristic free approach to invariant theory

- C. Concini, C. Procesi
- Mathematics
- 1 September 1976

In this paper we treat that portion of classical invariant theory which goes under the name of "first" and "second" fundamental theorem for the classical groups, in a characteristic free way, i.e.,… Expand

On the geometry of conjugacy classes in classical groups

- H. Kraft, C. Procesi
- Mathematics
- 1 December 1982

SummaryWe study closures of conjugacy classes in the Lie algebras of the orthogonal and symplectic groups and determine which ones are normal varieties. Furthermore we give a complete classification… Expand

Lie Groups: An Approach through Invariants and Representations

- C. Procesi
- Mathematics
- 12 October 2006

General Methods and Ideas.- Symmetric Functions.- Theory of Algebraic Forms.- Lie Algebras and lie Groups.- Tensor Algebra.- Semisimple Algebras.- Algebraic Groups.- Group Representations.- Tensor… Expand

Some quantum analogues of solvable Lie groups

- C. Concini, V. Kac, C. Procesi
- Physics, Mathematics
- 27 August 1993

In this paper we analyze the structure of some subalgebras of quantized enveloping algebras corresponding to unipotent and solvable subgroups of a simple Lie group G. These algebras have the… Expand

Moduli spaces of curves and representation theory

- E. Arbarello, C. Concini, V. Kac, C. Procesi
- Mathematics
- 1 March 1988

AbstractWe establish a canonical isomorphism between the second cohomology of the Lie algebra of regular differential operators on ℂx of degree ≦1, and the second singular cohomology of the moduli… Expand

On the geometry of toric arrangements

- C. Concini, C. Procesi
- Mathematics
- 17 May 2005

AbstractMotivated by the counting formulas of integral
polytopes, as in Brion and Vergne, and Szenes and Vergne, we start to form
the foundations of a theory for toric arrangements, which
may be… Expand

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