the issues on space design of commercial stores are the main social problems that people put forward to enjoy life after the development of the national market economy in recent period. Because of the restriction of s...the issues on space design of commercial stores are the main social problems that people put forward to enjoy life after the development of the national market economy in recent period. Because of the restriction of space structure and brand culture, the design rules of commercial stores＇ space have made changes of times. Taking consumers as the main body, the space of commercial stores has gradually focused on humanization and characterization.展开更多
This paper studies the structure of operators on Σ1e type Banach spaces.It solves the problem of the small compact perturbations of operators with connected spectra.Namely,it shows that every operator with a connecte...This paper studies the structure of operators on Σ1e type Banach spaces.It solves the problem of the small compact perturbations of operators with connected spectra.Namely,it shows that every operator with a connected spectrum on separable Σ1e type Banach spaces is a small compact perturbation of a strongly irreducible operator.Based on this result,this paper establishes the approximate Jordan forms of operators on Σ1e type Banach spaces with Schauder bases.展开更多
文摘the issues on space design of commercial stores are the main social problems that people put forward to enjoy life after the development of the national market economy in recent period. Because of the restriction of space structure and brand culture, the design rules of commercial stores＇ space have made changes of times. Taking consumers as the main body, the space of commercial stores has gradually focused on humanization and characterization.
基金supported by National Natural Science Foundation of China (Grant No.10771034)Tian Yuan Foundation of China (Grant No.10926173)Fujian Natural Science Foundation (GrantNo.2009J05002)
文摘This paper studies the structure of operators on Σ1e type Banach spaces.It solves the problem of the small compact perturbations of operators with connected spectra.Namely,it shows that every operator with a connected spectrum on separable Σ1e type Banach spaces is a small compact perturbation of a strongly irreducible operator.Based on this result,this paper establishes the approximate Jordan forms of operators on Σ1e type Banach spaces with Schauder bases.
