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Schur Complements in Banach Spaces

喬雄 藤本博之 久松Ravindra R. Ranade

2004Mathematics被引 1

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摘要

In this research note, we extend the Duncan identity involving Schur complement to Banach spaces, and derive some propositions for the case where a given linear transformation is anM-operator. These results are natural generalizations of Le ChatelierSamuelson principle discussed by Morishima, to Leontief models with an infinite number of commodities and processes.

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喬雄 藤本, 博之 久松, Ravindra R. Ranade. Schur Complements in Banach Spaces[J]. 未知来源, 2004.

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