I am a third-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, overpartitions, and Rogers-Ramanujan type identities. My research concern is mainly about finding bijections that lie behind some Rogers-Ramanujan-type identities. It matters in a sense that it allows a better understanding of the partitions'structures, and then permits to go beyond the original identities by generalizing them. So far, this research orientation succeeded for Siladić's partition theorem and Primc's partition theorem, both coming from the representation theory of Lie Algebras, Capparelli's partition theorem and the well-known Göllnitz' partition theorem.

Contact

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

Teaching

Research

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

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Some awards I am proud of

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