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Bestimmung höherer Eigenwerte

In: Matrizen

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  • Rudolf Zurmühl

Abstract

Zusammenfassung Das in 25.1 beschriebene klassische Iterationsverfahren konvergiert, wie wir sahen, stets gegen die charakteristische Zahl λ 1, größten Betrages (den tiefsten Eigenwert 1/λ 1), vorausgesetzt, daß der Ausgangsvektor z0 eine Komponente des zugehörigen Eigenvektors x1 enthält. Um die nächst kleinere charakteristische Zahl λ 2 (den nächst höheren Eigenwert 1/λ 2) mit $$\left| {{\lambda _2}} \right|

Suggested Citation

  • Rudolf Zurmühl, 1950. "Bestimmung höherer Eigenwerte," Springer Books, in: Matrizen, chapter 26, pages 305-328, Springer.
    • Handle: RePEc:spr:sprchp:978-3-642-53289-4_26
    DOI: 10.1007/978-3-642-53289-4_26
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