Cluster Decorated Geometric Crystals, Generalized Geometric RSK-Correspondences, and Donaldson-Thomas Transformations

Author:

Koshevoy Gleb

Publisher

Springer International Publishing

Reference20 articles.

1. Berenstein, A., Kazhdan, D.: Geometric and unipotent crystals II: from unipotent bicrystals to crystal bases. Contemporary Mathematics, vol. 433, pp. 13–88. American Mathematical Society, Providence (2007)

2. Berenstein, A., Zelevinsky, A.: Total positivity in Schubert varieties. Comment. Math. Helv. 72(1), 128–166 (1997)

3. Berenstein, A., Zelevinsky, A.: Tensor product multiplicities, canonical bases and totally positive varieties. Invent. Math. 143, 77–128 (2001)

4. Berenstein, A., Fomin, S., Zelevinsky, A.: Parametrizations of canonical bases and totally positive matrices (with S. Fomin and A. Zelevinsky). Adv. Math. 122, 49–149 (1996)

5. Berenstein, A., Fomin, S., Zelevinsky, A.: Cluster algebras III: upper bounds and double Bruhat cells (2004). arXiv:math/0305434v3

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