Haibao Duan
Published 2003-06-13Version 1
We present both a combinatorial characterization and a recurrent formula for the entries of the inverse Kostka matrix. An application to the topology of the classifying space BU(n) is obtained.
Comments: To appear in Journal of Combinatorial Theory, Series A
Journal: J. Combin. THeory Ser. A 103(2003), no.2, 363-376
On a conjecture on 2-reduced Schur functions and Schur's Q-functions
The $e$-positivity of the chromatic symmetric functions and the inverse Kostka matrix
Multiplicity-free Schubert calculus
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