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Journal of Baoji University of Arts and Sciences(Natural Science Edition)
FQ: 季刊
AD of Publication: 陕西省宝鸡市
Lanuage: 中文;
ISSN: 1007-1261
CN: 61-1290/N
YP: 1979
Url: 宝鸡文理学院
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Journal of Baoji University of Arts and Sciences(Natural Science Edition)
2018 -04
Research on countermeasures of the current development situation of the sports tourism resources in Baoji City SHI Yan;WAN Hong-lian;WANG Bao-qi;MAO Nan;SHI Wen-jie;College of Geography and Environment
Research on dynamic duopoly competition strategy under uncertain yield WANG Miao-miao;KUANG Lu-lu;ZHU Xiao-xi;College of Economics & Management
Study on regional differentiation of social benefits of industrial structure in Shaanxi Province from the perspective of ecological civilization ZHANG Jing-jing;WEN Yan-jun;GENG Shuo-lin;LIU Xi;College of Geography and Environment
Statistical analysis of HSP90 literature indexed in PubMed database LIU Yang;College of Pharmacy
Branch and bound-DAPSO heuristic algorithm for solving a class of 0-1 knapsack problems DUAN Yu-hong;School of Mathematics and Statistics
Research on the image segmentation method based on contour feature extraction WANG Lin-hai;Jiangsu Urban and Rural Construction College;
Improved indoor location technology based on received signal strength LIN Xiao-quan;XUE Xing-si;School of Management
Thermodynamic behavior of doxorubicin hydrochloride interacting with human serum albumin WANG Jiao;LI Zong-xiao;College of Chemistry and Chemical Engineer
Effect of light intensityon the soluble sugar content and growth of ryegrass's leaves LIU Yi-fan;ZHANG Bei-bei;WANG He;ZHOU Xia;LI Sai;QIN Xiao-rong;Shaanxi Key Laboratory of Disaster Monitoring and Mechanism Simulation
Microcalorimetric study on the interaction of fraxinellone and magnetic nanocarriers JIN Zhe-jun-yu;ZHAO Wei-wei;PU Xiao-hua;College of Chemistry and Chemical Engineering
Structural growth and electrochemical properties of high-capacity polyaniline electrode materials ZHAO Jin;LIU Xin-yuan;ZHANG Gai-ni;College of Chemistry and Chemical Engineer
The positive integer solutions of generalized Euler function equation φ_2(n)=S(n~(22)) YUAN He-cai;WANG Bo;School of Mathematics and Statistics
2018 Issues:  [01]
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