Findstat: The combinatorial statistic finder. This collaborative project is a database of combinatorial statistics and maps on combinatorial collections, and a search engine to identify your data as the composition of known maps and statistics. It provides a web interface to search and update the database, and as well a SageMath interface explained at

References in zbMATH (referenced in 16 articles )

Showing results 1 to 16 of 16.
Sorted by year (citations)

  1. Marczinzik, René; Rubey, Martin; Stump, Christian: A combinatorial classification of 2-regular simple modules for Nakayama algebras (2021)
  2. Ringel, Claus Michael: The finitistic dimension of a Nakayama algebra (2021)
  3. Berčič, Katja; Vidali, Janoš: DiscreteZOO: a fingerprint database of discrete objects (2020)
  4. Billey, Sara C.; Konvalinka, Matjaž; Swanson, Joshua P.: Tableau posets and the fake degrees of coinvariant algebras (2020)
  5. Kahle, Thomas; Stump, Christian: Counting inversions and descents of random elements in finite Coxeter groups (2020)
  6. Berčič, Katja; Kohlhase, Michael; Rabe, Florian: Towards a unified mathematical data infrastructure: database and interface generation (2019)
  7. Bukata, Michael; Kulwicki, Ryan; Lewandowski, Nicholas; Pudwell, Lara; Roth, Jacob; Wheeland, Teresa: Distributions of statistics over pattern-avoiding permutations (2019)
  8. Oh, Se-jin; Scrimshaw, Travis: Identities from representation theory (2019)
  9. Rubey, Martin; Stump, Christian: \textttFindstat-- a database and search engine for combinatorial statistics and maps (2019)
  10. Baril, Jean-Luc; Kirgizov, Sergey; Vajnovszki, Vincent: Descent distribution on Catalan words avoiding a pattern of length at most three (2018)
  11. Fishel, Susanna; Milićević, Elizabeth; Patrias, Rebecca; Tenner, Bridget Eileen: Enumerations relating braid and commutation classes (2018)
  12. Sanyal, Raman; Stump, Christian: Lipschitz polytopes of posets and permutation statistics (2018)
  13. Lewis, Joel Brewster; Morales, Alejandro H.: Combinatorics of diagrams of permutations (2016)
  14. Billera, Louis J.; Levine, Lionel; Mészáros, Karola: How to decompose a permutation into a pair of labeled Dyck paths by playing a game (2015)
  15. Châtel, Grégory; Pons, Viviane: Counting smaller elements in the Tamari and (m)-Tamari lattices (2015)
  16. Billey, Sara C.; Tenner, Bridget E.: Fingerprint databases for theorems (2013)