Mare, Augustin-Liviu - Department of Mathematics and Statistics, University of Regina

• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 7. Geodesics and the Theorem of Gauss-Bonnet
• POLYNOMIAL REPRESENTATIVES OF SCHUBERT CLASSES IN QH
• THE KERNEL OF THE EQUIVARIANT KIRWAN MAP AND THE RESIDUE FORMULA
• Contemporary Mathematics On the Theorem of Kim Concerning QH
• The Kirwan map, equivariant Kirwan maps, and their kernels
• TOPOLOGY OF THE OCTONIONIC FLAG MANIFOLD AUGUSTIN-LIVIU MARE AND MATTHIEU WILLEMS
• REAL LOCI OF BASED LOOP GROUPS LISA C. JEFFREY AND AUGUSTIN-LIVIU MARE
• ON SOME SPACES OF MINIMAL GEODESICS IN RIEMANNIAN SYMMETRIC SPACES
• A CHARACTERIZATION OF THE QUANTUM COHOMOLOGY RING OF G/B AND APPLICATIONS
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 3. Regular Surfaces
• Connectedness of levels for moment maps on various classes of loop groups1
• Cohomology of Isoparametric Hypersurfaces in Hilbert Space
• Quantum cohomology of the infinite dimensional generalized flag manifolds
• Comment.Math.Univ.Carolinae 38,21997379 383 379 On two results of Singhof
• RELATIONS IN THE QUANTUM COHOMOLOGY RING OF G/B AUGUSTIN-LIVIU MARE
• A QUANTUM TYPE DEFORMATION OF THE COHOMOLOGY RING OF FLAG MANIFOLDS
• EQUIVARIANT COHOMOLOGY OF QUATERNIONIC FLAG AUGUSTIN-LIVIU MARE
• Equivariant cohomology of real flag manifolds Augustin-Liviu Mare
• THE COMBINATORIAL QUANTUM COHOMOLOGY RING OF G/B AUGUSTIN-LIVIU MARE
• COHOMOLOGY OF SYMPLECTIC REDUCTIONS OF GENERIC COADJOINT ORBITS
• CONNECTIVITY OF PREIMAGES FOR MOMENT MAPS ON LOOP These are lecture notes I have written prior to a presentation I made at BIRS,
• TORIC VARIETIES 1. Background material I. Affine varieties
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 6. Gauss' Theorema Egregium
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 8. Minimal Surfaces
• AN INTRODUCTION TO FLAG MANIFOLDS for the Summer School on Combinatorial Models in Geometry and
• Steepest descent on real flag manifolds J.-H. Eschenburg and A.L. Mare
• EQUIVARIANT K-THEORY OF QUATERNIONIC FLAG MANIFOLDS AUGUSTIN-LIVIU MARE AND MATTHIEU WILLEMS
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 1. Curves in the Plane
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 5. The Second Fundamental Form of a Surface
• CONNECTIVITY AND KIRWAN SURJECTIVITY FOR ISOPARAMETRIC SUBMANIFOLDS
• ON SOME SYMPLECTIC QUOTIENTS OF SCHUBERT VARIETIES AUGUSTIN-LIVIU MARE
• ON THE IMAGE OF REAL LOCI OF SYMPLECTIC MANIFOLDS UNDER MOMENT MAPS
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 4. Lengths and Areas on a Surface
• THE EQUIVARIANT COHOMOLOGY OF Fln(C) Let Fln(C) be the complex flag manifold. This can be regarded either as the space of all
• DIFFERENTIAL GEOMETRY OF CURVES AND SURFACES 2. Curves in Space
• University of Regina Department of Mathematics and Statistics
• University of Regina Department of Mathematics and Statistics
• University of Regina Department of Mathematics and Statistics
• University of Regina Department of Mathematics and Statistics
• University of Regina Department of Mathematics and Statistics
• University of Regina Department of Mathematics and Statistics
• 5 Assignment 5 17 5 Assignment 5
• Universite de Regina Departement de mathematiques et de statistique
• Transformation Groups c Birkhauser Boston (2010) REAL LOCI OF BASED LOOP GROUPS