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関数空間セミナー報告集 第14回 (北海道大学数学講究録 = Hokkaido University technical report series in mathematics ; ser.105)
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- 内容細目Weighted composition operators between Bergman spaces on the unit ball S.Ueki 著 On a class M on the upper half plane Y.Iida 著 Extreme poin......s in the unit ball of the algebra generated by composition operators T.Hosokawa 著 Cyclic vecto......in fock-type spaces K.Izuchi 著 Holomorphic families of unbounded operators and the q-metric G.Hirasawa 著 On the Shilov boundary of a Riemann surface M.Hayashi 著 Spectrum-preserving maps between two commutative Banach algebras. 1-2 H.Takagi, O.Hatori, T.Miura 著 Surjection o......hich preseve δmax K.Kobayashi 著 On Putnam's inequality and Berger-Shaw's inequality A.Uchiyama 著 Putnam inequ...
- NDLCMA152
- 典拠情報（件名/「を見よ」参照）Function spaces
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- DOI10.4099/math1924.11.103
- 件名General Mathematics
- 参照Topological algebras of operators On a class of unbounded operator algebras. III On a Class of Locally Convex Algebras Generalized B-Algebras On Jordan representations of unbounded operator algebras Self-adjoint algebras of unbounded operators Unbounded generalizations of left Hilbert algebras, II
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- 件名General Mathematics
- 参照TOPOLOGIES ON UNBOUNDED OPERATOR ALGEBRAS Irreducible representations of a class of unbounded operator algebras
- 著者標目Atsushi Inoue
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- 件名General Mathematics
- 参照Tensor products of unbounded operator algebras TOPOLOGIES ON UNBOUNDED OPERATOR ALGEBRAS WEAKLY UNBOUNDED OPERATOR ALGEBRAS
- 著者標目Atsushi Inoue
デジタル記事
全国の図書館
- 件名General Mathematics
- 参照TOPOLOGIES ON UNBOUNDED OPERATOR ALGEBRAS
- 著者標目Atsushi Inoue
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- 要約等A *-algebra \mathfrak{A} of linear operators with a common invariant dense domain \mathscr{D} in a Hilbert space is studied relative to the ord...... by the cone \mathfrak{A}<SUP>+</SUP> of positive elements of \mathfrak{A} (in the sense of positive sesquilinear form on \mathscr{D}) and the ρ-topology defined as an inductive limit of the order norm ρ<SUB><I>A</I></SUB> (of the subspace \mathfrak{A}<SUB><I>A</I></SUB> with <I>A</I> as its order unit) with <I>A</I>∈\mathfrak{A}<SUP>+</SUP>. In particular, for those \mathfrak{A} with a countable cofinal sequence <I>A</I><SUB><I>i</I></SUB> in \mathfrak{A}<SUP>+</SUP> such tha...
- 件名General Mathematics
- 参照Tensor products of unbounded operator algebras
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