Sara Billey
The homepage can be accessed  here.
  Sara Billey  
Department of Mathematics
 2-334
Massachusetts Institute of Technology
Cambridge, MA   02139
Phone: 617-253-7775
Fax:   617-253-4358
email: sara@math.mit.edu
 the following papers are available on our server 
 = dvi format
 = dvi format = ps format
 = ps format = tex format
 = tex format  = pdf format
 = pdf format 
 a_new_approach_to_schubert_calculus
 a_new_approach_to_schubert_calculus
 konstant_polynomials_and_the_cohomology_ring_for_GB_extented
 konstant_polynomials_and_the_cohomology_ring_for_GB_extented
 konstant_polynomials_and_the_cohomology_ring_for_GB
 konstant_polynomials_and_the_cohomology_ring_for_GB
 konstant_polynomials_interpolating_polynomials_for_schubert_polynomials
 konstant_polynomials_interpolating_polynomials_for_schubert_polynomials
 on_the_singular_locus_of_a_schubert_variety
 on_the_singular_locus_of_a_schubert_variety
 pattern_avoidance_and_rational_smoothness_of_schubert_varieties
 pattern_avoidance_and_rational_smoothness_of_schubert_varieties
 rc_graphs_and_schubert_polynomials
 rc_graphs_and_schubert_polynomials
 rc_graphs_and_schubert_polynomials
 rc_graphs_and_schubert_polynomials
 schubert_polynomials_for_the_classical_groups
 schubert_polynomials_for_the_classical_groups
 schubert_polynomials_for_the_classical_groups
 some_combinatorial_properties_of_schubert_polynomials
 some_combinatorial_properties_of_schubert_polynomials
 some_combinatorial_properties_of_schubert_polynomials
 transition_equations_for_isotropic_flag_manifolds
 transition_equations_for_isotropic_flag_manifolds
 vexillary_elements_of_the_hyperoctahedral_group
 vexillary_elements_of_the_hyperoctahedral_group
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