Kombinatorna struktura in algebraične lastnosti Q-polinomskih grafov, v katerih je algebra sosednosti zaprta glede na Hadamardov produkt / Combinatorial structure and algebraic properties of a Q-polynomial graph for which the adjacency algebra is closed

Naziv Tittle	Kombinatorna struktura in algebraične lastnosti Q-polinomskih grafov, v katerih je algebra sosednosti zaprta glede na Hadamardov produkt / Combinatorial structure and algebraic properties of a Q-polynomial graph for which the adjacency algebra is closed
Akronim Acronim	BI-US/22-24-008
Opis Description	(SI) Izmenično osrednjo razširitev q-Onsagerja generira q-Onsager skupaj z nekaterimi dodatnimi osrednjimi elementi. To postavlja vprašanje, na katerem namerava vodja projekta delati. Naš problem je: Ali lahko najdemo elemente v naši algebri \T, ki niso v T, ampak komutirajo z vsem v \T? Takšni elementi so lahko manjkajoči generatorji za izmenično centralno razširitev Q-Onsagerja ali U^+_q. (EN) The alternating central extension of q-Onsager is generated by q-Onsager along with some extra central elements. This raises a question that the project leader plan to work on. Our problem is: Can we find any elements in our algebra \T, that are not in T, but commute with everything in \T? Such elements might be the missing generators for the alternating central extension of Q-Onsager or U^+_q.
Trajanje Duration	01/07/2022 - 30/06/2024
Vodja projekta Project Leader	Safet Penjić
Sodelujoče organizacije Participating organizations	University of Wisconsin, Department of Mathematics
Oddelek Department	Oddelek za matematiko IAM