Total positivity and cluster algebras

By Sergey Fomin. 2010

79 citations recorded by the source corpus.

This is a brief and informal introduction to cluster algebras. It roughly follows the historical path of their discovery, made jointly with A.Zelevinsky. Total positivity serves as the main motivation.

Subfields: Algebra and Number Theory, Geometry and Topology, Mathematical Physics

View Paper: https://www.semanticscholar.org/paper/755c80fc500d4cd9666f49a2f0c3323cef149f40

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In Algebra and Number Theory

  1. B. Keller
  2. I. Reiten
  3. Bernard Leclerc
  4. Thomas Brustle
  5. Ralf Schiffler
  6. Osamu Iyama
  7. Dong Yang
  8. Pierre-Guy Plamondon

In Geometry and Topology

  1. B. Keller
  2. I. Reiten
  3. Bernard Leclerc
  4. Thomas Brustle
  5. Osamu Iyama
  6. Ralf Schiffler
  7. C. Geiss
  8. Dong Yang

In Mathematical Physics

  1. I. Reiten
  2. B. Keller
  3. Bernard Leclerc
  4. Thomas Brustle
  5. Anna Wienhard
  6. Olivier Y Guichard
  7. Dylan Thurston
  8. Sergey Fomin

Citations in the corpus