Ideal Structure of Kumjian-Pask Algebras

Closed

Rizky Rosjanuardi

2023 International Journal of Mathematics and Computer Science Vol. 18 Issue 3 Article Cited by 0 SDG 4SDG 16 Quartile

Abstract

Let R be a unital commutative ring and let Λ be a finitely aligned k-graph which has no cycle with |Λ| < ∞. Through a purely matrix approach, we show that the ideal structure of R implies the ideal structure of the Kumjian-Pask algebra KPR(Λ) © 2023, International Journal of Mathematics and Computer Science.All Rights Reserved.

Affiliations

Mathematics Study Program, Faculty of Mathematics and Natural Sciences Education, Universitas Pendidikan Indonesia, Bandung, Indonesia

Research at a Glance

Premium content — register to unlock

Research at a Glance

Register to unlock

Topics & SDG Alignment

Premium content — register to unlock

Topics & SDG Alignment

Register to unlock

Collaboration

Premium content — register to unlock

Collaboration

Register to unlock

Author Profile (Selected)

Premium content — register to unlock

Author Profile (Selected)

Register to unlock

References Overview

Premium content — register to unlock

References Overview

Register to unlock

Journal & Source

Premium content — register to unlock

Journal & Source

Register to unlock

Metadata & Integrity

Premium content — register to unlock

Metadata & Integrity

Register to unlock