Plamen Djakov, M. S. Ramanujan
Abstract
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We study in terms of corresponding Köthe matrices when every continuous linear operator between two Köthe spaces is bounded, the consequences of the existence of unbounded continuous linear operators, and related topics.
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We study in terms of corresponding Köthe matrices when every continuous linear operator between two Köthe spaces is bounded, the consequences of the existence of unbounded continuous linear operators, and related topics.
Key concepts: Mathematics, Bounded function, Bounded operator, Continuous linear operator, Unbounded operator, Linear operators, Finite-rank operator, Pure mathematics