Tutor: XueYiFeng

School: East China Normal University

Course: Basic mathematics

Keywords: Banach algebra double centralizer exact sequence Busby invariant double multiplier algebra

CLC: O177.2

Type: Master's thesis

Year: 2013

Downloads: 2

Quote: 0

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In this paper, we discuss the double multiplier algebra and exact sequence on Banach alge-bras, and have studied several properties, such as denseness and completeness of double multiplier algebra, equivalence and weak equivalence of exact sequence. Thus we obtain some usefull results. |

- Some Studies of Proper Projective Dimension and Pure Projective Over Semimodule,O153.3
- The Study of Characterization about Cartesian Product of Semimodules,O153.3
- Proper-exact Sequence of Semi-modules and It’s Related Properties,O153.3
- The W-pure Submodule and Related Problems Pure Mathematics,O153.3
- Cotorsion and n-Cotorsion Modules,O153.3
- KIP-Injective Modules and n-Min-Flat Modules,O153.3
- (d, n)-cotorsion Modules and (d, n)-flat Modules,O153.3
- Mold Small- planarity with n-FP- projective dimension,O153.3
- The Characterization of Weak Finiteness under the Hereditary Torsion Theory,O153.3
- The Generalized Branching Rule of the Restricted Irreducible Representations for the Witt Superalgebra,O152.5
- (m,n)-Injective Modules and Copure (m,n)-Injective Modules,O153.3
- The Toeplitz Operator on Harmonic Bergman Space and Hardy Space,O177
- Scheme and Cohomology,O187
- i-Injective Semimodules,O153.3
- Semimodules category limits, differential mode and injectivity,O153.3
- The Theory of Lipschitz-α Operators on Non-Compact Metric Spaces,O177
- Collection on the exact sequence and monoid semidirect,O152.7
- General Tracial Rank of C～*-algebras and Extension,O177.5
- On Homology Characterization of Pure Module,O153.3
- The Discussion of the Related Problems on Symplectic Manifold, Poisson Manifold,O189.3
- Inverse Limits and Projectivity、Injectivity and Flatness of Semimodules,O153

CLC: > Mathematical sciences and chemical > Mathematics > Mathematical Analysis > Functional Analysis > Banach spaces and their linear operator theory.

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