I am a second-year PHD student, under the direction of Jeremy LOVEJOY from the combinatorics team. I am working on a subject that has both number theory and combinatorics issues, entitled partitions, overpatitions and Rogers-Ramanujan type identities. For my first year, my research concern was the Siladic's partition theorem and the crank definition for overpartitions. This year, I am working on positivity problems resulting of some classes of Rogers-Ramanujan identities. The combinatorial issue of this work consists in building injections from some sets of partitions into anothers. An well-known example is the embedding of the set of partitions of a positive integer n with parts congruent to 2 or 3 modulo 5 into the set of partitions of n with parts congruent to 1 or 4 modulo 5.

Contacts

email : konan@irif.fr
address : Sophie Germain, IRIF, room 4059

Courses

Researches

Upcoming events

seminars and conferences

Publications

Conference proceedings
  1. A Bijective Proof and Generalization of Siladić's Theorem
    FPSAC 2018, Séminaire Lotharingien de Combinatoire, 80B.3 (2018), 12 pp.
Papers and preprints

Education

Projects

Some awards I am proud of