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Identification of refactoring opportunities for source code based on class association relationships
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作者 LIU Wei YANG Na +2 位作者 HUANG Xin-di HU Wei HU Zhi-gang 《Journal of Central South University》 SCIE EI CAS CSCD 2020年第12期3768-3778,共11页
In order to deal with the complex association relationships between classes in an object-oriented software system,a novel approach for identifying refactoring opportunities is proposed.The approach can be used to dete... In order to deal with the complex association relationships between classes in an object-oriented software system,a novel approach for identifying refactoring opportunities is proposed.The approach can be used to detect complex and duplicated many-to-many association relationships in source code,and to provide guidance for further refactoring.In the approach,source code is first transformed to an abstract syntax tree from which all data members of each class are extracted,then each class is characterized in connection with a set of association classes saving its data members.Next,classes in common associations are obtained by comparing different association classes sets in integrated analysis.Finally,on condition of pre-defined thresholds,all class sets in candidate for refactoring and their common association classes are saved and exported.This approach is tested on 4 projects.The results show that the precision is over 96%when the threshold is 3,and 100%when the threshold is 4.Meanwhile,this approach has good execution efficiency as the execution time taken for a project with more than 500 classes is less than 4 s,which also indicates that it can be applied to projects of different scales to identify their refactoring opportunities effectively. 展开更多
关键词 identification of refactoring opportunities abstract syntax tree class association relationships common association classes source code
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BOUNDS FOR SINGULAR INTEGRALS ASSOCIATED WITH A CLASS OF HYPERSURFACES
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作者 Qiu Qirong Beijing Power Engineering & Economics Institute, China Beijing Power Engineering & Economic Instituts, Acta Math. Sinica Zhu Xinzhuang, Beijing, 102206, PRC. 《Analysis in Theory and Applications》 1994年第2期24-31,共8页
For the hypersurface Γ=(y,γ(y)), the singular integral operator along Γ is defined by. Kf(x,x_n)=P.V.∫_R^(nl), f(x-y,x_n-γ(y))_(|y|^(n-1))^(Ω(y))dy, where Ω is homogeneous of order 0, ∫_∑_(1)Ω(y')dy'... For the hypersurface Γ=(y,γ(y)), the singular integral operator along Γ is defined by. Kf(x,x_n)=P.V.∫_R^(nl), f(x-y,x_n-γ(y))_(|y|^(n-1))^(Ω(y))dy, where Ω is homogeneous of order 0, ∫_∑_(1)Ω(y')dy'=0, For a certain class of hypersurfaces. T is shown to be bounded on L^p(R^n) provided Ω∈L_α~l(Σ_(n-2)),P>1. 展开更多
关键词 MATH der BOUNDS FOR SINGULAR INTEGRALS ASSOCIATED WITH A class OF HYPERSURFACES PRO
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