Functional analysis theory is a mature hyperspace mathematics theory. It is a potent tool for multidimensional space analysis and expression.
泛函空间理论是成熟的多维空间数学理论，是多维空间分析和表达的有力工具。
Besides, functional classification and expression analysis of all intergrated proteins have also been processed and a database of arabidopsis pollen surface proteins has been constructed.
然后，对整合的所有蛋白质进行了功能分类和表达分析，并建立了拟南芥花粉表面蛋白质数据库。
Proteomics means the large-scale analysis of all the proteins encoded by the genome. It can be divided into expression proteomics and functional proteomics.
蛋白质组学是指对基因组编码的所有蛋白质进行大规模分析的一门学科，它分为表达蛋白质组学和功能蛋白质组学。
Applying the theory of integral equation and functional analysis, we prove the existence and uniqueness of the system solution to the equation, and get the analytical expression of the solution.
运用泛函分析和积分方程理论，证明了系统解的存在性与唯一性，得到系统解的解析表达式。
Analysis of P25 promoter activity, especially functional analysis of PSGF and BMFA regulatory elements, could be helpful in further understanding the mechanism of P25 expression and fine regulation.
通过对P25基因启动子的活性分析，尤其是对PS GF和BMFA调控元件的功能分析，有利于进一步了解P 25基因表达调控的精细机制。
Analysis of P25 promoter activity, especially functional analysis of PSGF and BMFA regulatory elements, could be helpful in further understanding the mechanism of P25 expression and fine regulation.
通过对P25基因启动子的活性分析，尤其是对PS GF和BMFA调控元件的功能分析，有利于进一步了解P 25基因表达调控的精细机制。
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