Author:
Roach G. F.,Sleeman B. D.
Abstract
SynopsisIn this paper a spectral theory for completely coupled linear operator systems is developed. These systems take the formwhere Ak, Bk are n × n matrices with operator entries. Λ is an n × n matrix with complex scalar entries and xk is an n × 1 column vector. The main result is a Parseval equality and expansion theorem.
Publisher
Cambridge University Press (CUP)
Cited by
3 articles.
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