On the field of values subordinate to a norm
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Mathematical Method
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References
- [1]Bauer, F. L.: Wertevorrat eines Hauptabschnitts einer normalen Matrix. Jahresbericht der DMV63, 180–182 (1961).Google Scholar
- [2]
- [3]Collatz, L.: Fehlerabschätzung für das Iterationsverfahren zur Auflösung linearer Gleichungssysteme. Z. angew. Math. Mech.22, 357–361 (1942).Google Scholar
- [4]Eggleston, H. G.: Convexity. Cambridge: Cambridge University Press 1958.Google Scholar
- [5]Hausdorff, F.: Der Wertevorrat einer Bilinearform. Math. Z.3, 314–316 (1919).Google Scholar
- [6]Kippenhahn, R.: Über den Wertevorrat einer Matrix. Math. Nachr.6, 193–228 (1951).Google Scholar
- [7]Köthe, G.: Topologische lineare Räume, Bd. I. Berlin-Göttingen-Heidelberg: Springer 1960.Google Scholar
- [8]Lefschetz, S.: Introduction to topology. Princeton: Princeton University Press 1949.Google Scholar
- [9]Murnaghan, F. D.: On the field of values of a square matrix. Proc. Nat. Acad. Sci. U.S.A.18, 246–248 (1932).Google Scholar
- [10]Ostrowski, A.: Über Normen von Matrizen. Math. Z.63, 2–18 (1955).Google Scholar
- [11]Parker, W. V.: Characteristic roots and fields of value of a matrix. Bull. Amer. Math. Soc.57, 103–108 (1951).Google Scholar
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