Abstract
Given two d x d matrices, say A and B, when do p(A) and p(B) have the same "size" for every polynomial p? In this article, we provide definitive results in the cases d = 2 and d = 3 when the notion of size used is the spectral norm.
- Title
- Polynomially Isometric Matrices in Low Dimensions
- Creators
- Cara D Brooks - Florida Gulf Coast UniversityAlberto A Condori - Florida Gulf Coast UniversityNicholas Seguin - University of Iowa
- Publication Details
- The American mathematical monthly, Vol.128(6), pp.513-524
- Publisher
- TAYLOR & FRANCIS INC; PHILADELPHIA
- Number of pages
- 12
- Grant note
- Seidler Scholarly Collaboration Fellowship Seidler family
- Identifiers
- 99383431846906570
- Academic Unit
- Department of Mathematics
- Language
- English
- Resource Type
- Journal article