Systematic approaches to bijective proofs

Ilse Fischer


Team:

Subproject Leader: Ilse Fischer

PostDoc: Nishu Kumari

PhD: Markus Reibnegger


Results:

  • Bounded Littlewood identity related to alternating sign matrices
    Ilse Fischer
    Forum of Mathematics, Sigma (2024), Vol. 12:e124 1–44,
    doi:10.1017/fms.2024.70 (associated to Project 4)
  • A generalization of conjugation of integer partition
    Seamus Albion, Theresia Eisenkölbl, Ilse Fischer, Moritz Grangl, Hans Höngesberg, Christian Krattenthaler, Martin Rubey
    Electronic J. Combin. (2025),  Vol. 32, Nr. 2.
    DOI: 10.37236/13489 (associated to Project 4 and 6)
  • Off-diagonally symmetric alternating sign matrices
    Nishu Kumari
    arXiv:2503.18685 (associated to Project 4)
  • Domino tilings, nonintersecting lattice paths and subclasses of Koutschan–Krattenthaler–Schlosser determinants
    Qipin Chen, Shane Chern, Atsuro Yoshida
    arXiv:2507.15665 (associated to Project 4 and 6)
  • The number of monotone trapezoids with prescribed bottom row 
    Ilse Fischer, Hans Höngesberg
    arXiv:2502.09343 (associated to Project 4)