Representation growth of the Heisenberg group over O[x]/(x(3))

Journal Article

Abstract

We present a conjectured formula for the representation of zeta function of the Heisenberg group over O[x]/(xn), where O is the ring of integers of some number field. We confirm the conjecture for n≤3.

UOW Authors

Duong, Dung Hoang.

Publication Date

2017

Has Subject Area

Published In

Journal of Algebra and its Applications Journal

Geographic Focus

Germany Country
Japan Country

Citation

Dung, D. Hoang. (2017). Representation growth of the Heisenberg group over O[x]/(x(3)). Journal Of Algebra And Its Applications, 16 (4),

Digital Object Identifier (doi)

10.1142/S0219498817500773

Scopus Eid

2-s2.0-84967007025

Web Of Science Accession Number

WOS:000399399900016

Volume

16

Issue

4

Place Of Publication

Singapore

Abstract

We present a conjectured formula for the representation of zeta function of the Heisenberg group over O[x]/(xn), where O is the ring of integers of some number field. We confirm the conjecture for n≤3.

UOW Authors

Duong, Dung Hoang.

Publication Date

2017

Has Subject Area

Published In

Journal of Algebra and its Applications Journal

Geographic Focus

Germany Country
Japan Country

Citation

Dung, D. Hoang. (2017). Representation growth of the Heisenberg group over O[x]/(x(3)). Journal Of Algebra And Its Applications, 16 (4),

Digital Object Identifier (doi)

10.1142/S0219498817500773

Scopus Eid

2-s2.0-84967007025

Web Of Science Accession Number

WOS:000399399900016

Volume

16

Issue

4

Place Of Publication

Singapore