Helminck, Aloysius G. "Loek" - Department of Mathematics, North Carolina State University

Advanced Search

Helminck, Aloysius G. "Loek" - Department of Mathematics, North Carolina State University

Spherical distribution vectors Aloysius G. Helminck (loek@math.ncsu.edu)
Properties of Twisted Involutions in Signed Permutation Notation
ALGORITHMS FOR COMPUTATIONS IN LOCAL SYMMETRIC SPACES JENNIFER R. FOWLER AND ALOYSIUS G. HELMINCK*
COMBINATORICS RELATED TO ORBIT CLOSURES OF SYMMETRIC SUBGROUPS IN FLAG VARIETIES
SMOOTHNESS OF QUOTIENTS ASSOCIATED WITH A PAIR OF COMMUTING INVOLUTIONS
CLASSIFICATION OF INVOLUTIONS OF SL(2, k) ALOYSIUS G. HELMINCK AND LING WU
ORBITS AND INVARIANTS ASSOCIATED WITH A PAIR OF COMMUTING INVOLUTIONS
COMPUTING B-ORBITS ON G/H A.G. HELMINCK
INFINITE DIMENSIONAL FLAG MANIFOLDS IN INTEGRABLE SYSTEMS
THE STRUCTURE OF HILBERT FLAG VARIETIES
SYMMETRIC k-VARIETIES A.G. HELMINCK
HOLOMORPHIC LINE BUNDLES OVER HILBERT FLAG VARIETIES
Multiplicity one for representations corresponding to spherical distribution vectors of class
COMPUTING ADMISSIBLE SEQUENCES FOR TWISTED INVOLUTIONS IN WEYL R. HAAS AND A.G. HELMINCK
Involutions of SL(n, k), (n > 2) Aloysius G. Helminck (loek@math.ncsu.edu)
ON THE CONJUGACY OF CARTAN SUBSPACES ALOYSIUS G. HELMINCK
ALGORITHMS FOR TWISTED INVOLUTIONS IN WEYL GROUPS R. HAAS AND A.G. HELMINCK
HILBERT FLAG VARIETIES AND THEIR K AHLER STRUCTURE A.G. HELMINCK AND G.F. HELMINCK
Implementing an algorithm for the twisted involution poset for Weyl groups
A CONJUGACY THEOREM FOR SYMMETRIC SPACES A.G HELMINCK, J. HILGERT, A. NEUMANN, AND G. OLAFSSON
MULTIPLICITY ONE FOR REPRESENTATIONS CORRESPONDING TO SPHERICAL DISTRIBUTION VECTORS OF CLASS
TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY
ON RATIONALITY PROPERTIES OF INVOLUTIONS OF REDUCTIVE GROUPS
ALGORITHMS FOR COMPUTING CHARACTERS FOR SYMMETRIC SPACES DANIEL GAGLIARDI AND ALOYSIUS G. HELMINCK*
ON ORBIT CLOSURES OF SYMMETRIC SUBGROUPS IN FLAG MICHEL BRION AND ALOYSIUS G. HELMINCK
Computing the fine structure of real reductive symmetric spaces
Orbits and invariants associated with a pair of spherical Some examples
Tori Invariant under an Involutorial Automorphism I
COMPUTING ORBITS OF MINIMAL PARABOLIC k-SUBGROUPS ACTING ON SYMMETRIC k-VARIETIES