On geometric circulant matrices with geometric sequence [r-libre/3360]

Morneau-Guérin, Frédéric (2024). On geometric circulant matrices with geometric sequence [review of the book from Radičić, Biljana]. zbMATH Open.

File(s) available for this item:

PDF - 5- zbMATHOpen PDF - 2024 - 5.pdf
Content : Published Version

Item Type:	Book Reviews
Refereed:	Yes
Status:	Published
Abstract:	The article examines a special case of geometric circulant matrices, where the entries in the first row form a geometric progression of common ratio q in R-{0} and of scale factor g in C- {0}. In other words, it considers matrices of the form circn{k∗(g,gq,gq2,…,gqn−1)}, and seeks to obtain the determinant, the Frobenius norm, as well as bounds for the spectral norm of such matrices.
Additional Information:	© FIZ Karlsruhe GmbH 2024. ALL RIGHTS RESERVED.
Official URL:	https://zbmath.org/7895550
Depositor:	Morneau-Guérin, Frédéric
Owner / Manager:	Frédéric Morneau-Guérin
Deposited:	28 Aug 2024 15:49
Last Modified:	06 Jan 2025 15:03

RÉVISER