Inclusion theorem by means of iteration procedure
Date
1979
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Abstract
This dissertation is concerned with several topics in the theory of spectral iteration procedures in matrix analysis. Suppose that A is a normalizable martix, A = SDS-1 with D = diag(d1,d2, ...,dn),
x
is a monotonic vector norm for x [epsilon] Cn and for any matrix V [epsilon] Mn (C)
V
= max [over] x [does not equal theta]
Vx
[over]
x
is the matrix norm subordinate to the vector norm
x
then, it is shown that for [...]
Description
Keywords
Inclusion theorem, Mathematics