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- FranÃ§ois Mallet, J Ericsson, +9 authors Christopher BÃ¤uerle
- Physical review letters
- 2006

We present phase coherence time measurements in quasi-one-dimensional Ag wires doped with Fe Kondo impurities of different concentrations n_{s}. Because of the relatively high Kondo temperature T_{K}â€¦ (More)

- Anna Melnikov
- 2008

Abstract. Let nn(C) be an algebra of strictly upper-triangular n Ã— n matrices and X2 = {u âˆˆ nn(C) : u2 = 0} be the subset of matrices of nilpotent order 2. Let Bn(C) be the group of invertibleâ€¦ (More)

- Anna Melnikov
- 2008

For a semisimple Lie algebra g the orbit method attempts to assign representations of g to (coadjoint) orbits in gâˆ—. Orbital varieties are particular Lagrangian subvarieties of such orbits leading toâ€¦ (More)

- Anna Melnikov
- 2008

In this note we discuss the closure of an orbital variety as a union of varieties. We show that if semisimple Lie algebra g contains factors not of type An then there are orbital varieties whoseâ€¦ (More)

- Anna Melnikov, N. G. J. PAGNON
- 2008

This paper is a subsequent paper of [MP2]. Here we consider the irreducible components of Springer fibres (or orbital varieties) for two-column case in GLn. We describe the intersection of twoâ€¦ (More)

- Anna Melnikov
- Electr. J. Comb.
- 2005

We consider two partial orders on the set of standard Young tableaux. The first one is induced to this set from the weak right order on symmetric group by Robinson-Schensted algorithm. The second oneâ€¦ (More)

- LUCAS FRESSE, Anna Melnikov
- 2009

Let u be a nilpotent endomorphism of a finite dimensional C-vector space. The set Fu of u-stable complete flags is a projective algebraic variety called a Springer fiber. Its irreducible componentsâ€¦ (More)

- Anna Melnikov
- 2008

Abstract. Let Bn be the group of upper-triangular invertible nÃ—n matrices and Xn be the variety of strictly upper triangular n Ã— n matrices of nilpotent order 2. Bn acts on Xn by conjugation. In thisâ€¦ (More)

- Anna Melnikov
- 2001

Let O be a nilpotent orbit in the Lie algebra n( ) and let V be an orbital variety contained in O. Let P be the largest parabolic subgroup of SL(n, ) stabilizing V. We describe nilpotent orbits suchâ€¦ (More)

- Anna Melnikov
- 2008

The description of the intersections of components of a Springer fiber is a very complex problem. Up to now only two cases have been described completely. The complete picture for the hook case hasâ€¦ (More)