Closed operators and compact operators in non-Archimedean Hilbert spaces

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概要

• 論文の詳細を見る
• 静岡大学の論文

著者

• 清澤 毅光

  静岡大学教育学部数学教育講座

• 清澤 毅光

  解析学及び応用数学

関連論文

• On the Helly's Theorem in a Locally Convex Space over the Field with a Non-Archimedean Valuation
• The Radius of the Multivalently k-starlike Functions of Order β
• On the Structure of The Best Approximation in The Linear Topological Space Over The Field With Non-archimedean Valuation
• On the Star Convex Set in Linear Topological Spaces over Fields with Non-Archimedean Valuation
• On the multivalently starlike and convex functions
• THE GAP BETWEEN SUBSPACES IN p-ADIC BANACH SPACES
• p-進共役バナッハ空間における線形写像の接続
• ON COMPLEMENTED SUBSPACES OF NON-ARCHIEDEAN BANACH SPACES
• The Ascent and the Decent of Operators in p-adic Analysis
• The Ascent and the Decent of Operators in p-adic Analysis
• P-adic FredholmOperators
• SPECTRUMS OF COMPACT OPERATORS IN P-ADIC HILBERT SPACES
• On the Primariness of the p-adic Banach Spaces
• Closed operators and compact operators in non-Archimedean Hilbert spaces
• On Linear Operators in Non-Archimedean Hilbert Spaces
• The Continuous Linear Functional on the Non-Archimedian Linear Topological Space
• On the Convexity in the Topological Linear Space over the Non-Archimedean Valuation Field
• On the Г-closed Subset of the Linear Topological Space over the Field with a Non-Archimedean Valuation

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