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Polyhedral geometry and partition theory

Edited by McCabe Olsen

    Sections

    1. 1. Polynomials Arising From Combinatorics
    2. 2. General Polynomials and Real Rootedness
    3. 3. Lecture Hall Combinatorics: Partitions, Polytopes, and Valuations
    4. 4. Polytopes and Lattice Point Enumeration
    5. 5. Vector Partition Functions and Hyperplanes
    6. 6. Formal Products, Power Series, and Super Catalan Numbers
    1. Bibliography

      Cite this as: AimPL: Polyhedral geometry and partition theory, available at http://aimpl.org/polypartition.