Banca de DEFESA: Roberto Junior Dias

Uma banca de DEFESA de MESTRADO foi cadastrada pelo programa.
STUDENT : Roberto Junior Dias
DATE: 02/06/2023
TIME: 10:00
LOCAL: videoconferência
TITLE:

O quadrado tensorial não abeliano e outros funtores homológicos de p-grupos finitos powerful

KEY WORDS:

finite p-group, powerful p-group, non-abelian tensor product, non-abelian
tensor square.

PAGES: 54
BIG AREA: Ciências Exatas e da Terra
AREA: Matemática
SUMMARY:

This work aims to present results on the non-abelian tensor square G ⊗ G of a group
G, for the class of powerful finite p-groups. Some properties and results about finite
p-groups and powerful p-groups that will be used in the context will also be presented,
as well as the main properties of the group ν(G), a certain extension of G ⊗ G by
G × G. In addition, we will address some bounds for the order, the exponent and the
rank of G ⊗ G and of the non-abelian exterior square G ∧ G for finite p-groups G.

BANKING MEMBERS:
Interno - 1198222 - EMERSON FERREIRA DE MELO
Presidente - 404654 - NORAI ROMEU ROCCO
Interno - 1209688 - RAIMUNDO DE ARAUJO BASTOS JUNIOR
Externo à Instituição - RICARDO NUNES DE OLIVEIRA - UFG