UNIFORM BOUNDEDNESS PRINCIPLE FOR UNBOUNDED OPERATORS C. GANESA MOORTHY and CT. RAMASAMY Abstract. A uniform boundedness principle for unbounded operators is derived. A particular case is: Suppose {Ti }i∈I is a family - Equicontinuity - Document - PDFSEARCH.IO

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	UNIFORM BOUNDEDNESS PRINCIPLE FOR UNBOUNDED OPERATORS C. GANESA MOORTHY and CT. RAMASAMY Abstract. A uniform boundedness principle for unbounded operators is derived. A particular case is: Suppose {Ti }i∈I is a family Add to Reading List Document Date: 2014-06-03 05:20:32 Open Document File Size: 295,67 KB Share Result on Facebook City Springer Verlag / New York / / Company McGrawHill Inc. / / Country India / / / Facility Alagappa University / The Rajah’s College / / Organization Department of Mathematics / Rajah’s College / Alagappa University / / Position General / / ProvinceOrState New York / Tamil Nadu / Connecticut / / SocialTag Operator theory Linear algebra Functional analysis Topological vector spaces Uniform boundedness principle Equicontinuity Locally convex topological vector space Bounded operator Hilbert space Mathematics

UNIFORM BOUNDEDNESS PRINCIPLE FOR UNBOUNDED OPERATORS C. GANESA MOORTHY and CT. RAMASAMY Abstract. A uniform boundedness principle for unbounded operators is derived. A particular case is: Suppose {Ti }i∈I is a family Add to Reading List