Frank Sottile

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Frank Sottile

Frank Sottile
Assistant Professor of Mathematics, University of Massachusetts, Amherst.
MSRI Program on Topological Aspects of Real Algebraic Varieties.
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Department of Mathematics and Statistics
University of Massachusetts
Lederle Graduate Research Tower
Amherst, MA   01003
Office: 1230 Lederle Graduate Research Tower
Telephone: 413-545-6010
FAX: 413-545-1801
Email: sottile@math.umass.edu

the following papers are available on our server


= dvi format = ps format = tex format = pdf format


a_geometric_approach_to_the_combinatorics_of_schubert_polynomials
a_monoid_for_the_universal_k_bruhat_order
a_pieri_type_formula_for_isotropic_flag_manifolds
enumerative_geometry_for_real_varieties
enumerative_geometry_for_the_real_grassmannian_of_lines_in_projective_space
hopf_algebras_and_edge_labeled_posets
identities_of_structure_constants_for_schubert_polynomials_and_orders_of_sn
numerical_schubert_calculus
pieris_formula_via_explicit_rational_equivalence
pieris_rule_for_flag_manifolds_and_schubert_polynomials
pieri_type_formulas_for_maximal_isotropic_grassmannians_via_triple_intersections
real_enumerative_geometry_and_effective_algebraic_equivalence
schubert_polynomials_the_bruhat_order_and_the_geometry_of_flag_manifolds
schubert_polynomials_the_bruhat_order_and_the_geometry_of_flag_manifolds
shifted_quasi_symmetric_functions_and_the_hopf_algebra_of_peak_functions
skew_schubert_functions_and_the_pieri_formula_for_flag_manifolds
skew_schubert_polynomials
tableau_switching_algorithms_and_applications

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