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9篇 您的检索式：作者名="Ge Beilei"

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		题名	作者	年代	出处	被引量
	1	Identification and antimicrobial susceptibility of lactic acid bacteria from retail fermented foods显示文摘	GE Beilei PING Jiang HAN Feifei	2007	Journal of Food Protection2007，70，：	1
	2	A PCR- ELISA for detecting Shiga toxin- producing Escherichia coli 显示文摘	Beilei Ge Shaohua Zhao Robert Hall	2002	Microbes and Infection2002，4，3：	1
	3	Identification of integron-mediated antibiotic resistance among Shige Toxin-producing Escherichia coli isolates显示文摘	Shaohua Zhao David G White Beilei Ge	2001	Appl Environ Microbiol2001，67，4：	1
	4	A PCR -ELISA for detecting shiga toxin -producing Escherichia coli显示文摘	Ge Beilei Zhao Shaohua Hall R	2002	Microbes and Infection2002，4，3：	1
	5	Loop-Mediated Isothermal Amplification Assays for Detecting Shiga Toxin-Producing Escherichia coli in Ground Beef and Human Stools显示文摘	Fei Wang Lin Jiang Beilei Ge	2012	J Clin Microbiol2012，50，1：	1
	6	Antimicrobial resistance in Campylobacter : Susceptibility testing methods and resistance trends显示文摘	Beilei Ge Fei Wang Maria Sj?lund-Karlsson Patrick F. McDermott	2013	Journal of Microbiological Methods2013，，：	1
	7	and Salmonella serovars inorganic chickens from Maryland retail stores显示文摘	CUI Shenghui GE Beilei ZHENG Jie l Prevalence and antimicro- bial resistance of Campylobacter spp	2005	Applied and Environ- mental Microbiology2005，71，7：	1
	8	Isolation and characterization of methicillin-resistant Staphylococcus aureus strains from Louisiana retail meats 显示文摘	PU Shuaihua HAN Feifei GE Beilei	2009	Appl Environ Microb2009，75，1：	1
	9	Multiple Nontrivial Solutions for Superlinear Double Phase Problems Via Morse Theory显示文摘The aim of this paper is the study of a double phase problems involving superlinear nonlinearities with a growth that need not satisfy the Ambrosetti-Rabinowitz condition.Using variational tools together with suitable truncation and minimax techniques with Morse theory,the authors prove the existence of one and three nontrivial weak solutions,respectively.	Bin GE Beilei ZHANG Wenshuo YUAN	2023	Chinese Annals of Mathematics,Series B2023，44，1：	0

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