We have now accumulated enough material to pause for a while to discuss its consequences in concrete situations. We have revised linear algebra facts from a functional analytic perspective and obtained a construction to get functions of matrices in a coordinate-free manner, without the use of the Jordan normal form. This was useful when we considered positive matrices, and enabled us to see important and deep spectral consequences of positivity.
CITATION STYLE
Bátkai, A., Fijavž, M. K., & Rhandi, A. (2017). Applications of positive matrices. In Operator Theory: Advances and Applications (Vol. 257, pp. 69–80). Springer International Publishing. https://doi.org/10.1007/978-3-319-42813-0_6
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