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Universal relation for transport in non-sparse complex networks
《Chinese Physics B》2015年第11期643-649,共7页王延 杨晓荣 
supported by the National Natural Science Foundation of China(Grant Nos.11305268 and 11465017)
Transport properties of a complex network can be reflected by the two-point resistance between any pair of two nodes. We systematically investigate a variety of typical complex networks encountered in nature and techn...
关键词：TRANSPORT complex networks two-point resistor Laplacian eigenvectors 
Completeness of the system of eigenvectors of off-diagonal operator matrices and its applications in elasticity theory被引量：7
《Chinese Physics B》2010年第12期9-17,共9页黄俊杰 阿拉坦仓 王华 
Project supported by the National Natural Science Foundation of China(Grant Nos.10962004 and 11061019);the Doctoral Foundation of Inner Mongolia(Grant Nos.2009BS0101 and 2010MS0110);the Specialized Research Fund for the Doctoral Program of Higher Education of China(Grant No.20070126002);the Chunhui Program of the Ministry of Education of China(Grant No.Z2009-1-01010)
This paper deals with off-diagonal operator matrices and their applications in elasticity theory. Two kinds of completeness of the system of eigenvectors are proven, in terms of those of the compositions of two block ...
关键词：off-diagonal operator matrix COMPLETENESS double eigenfunction expansion method elasticity theory 
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