杨凯
近期热点
资料介绍
个人简历
学习与工作经历2003.9-2007.6,辽宁师范大学数学与应用数学专业,本科生,获理学学士学位;2010.9-2013.6,吉林师范大学概率论与数理统计专业,硕士研究生,获理学硕士学位;2013.9-2016.12,吉林大学概率论与数理统计专业,博士研究生,获理学博士学位;2017.1-至今,长春工业大学工作研究领域
时间序列分析、贝叶斯统计近期论文
[1]Yang,K.,Wang,D.*,Jia,B.andLi,H.(2016).Aninteger-valuedthresholdautoregressiveprocessbasedonnegativebinomialthinning.StatisticalPapers,DOI:10.1007/s00362-016-0808-1.(SCI)[2]Yang,K.andWang,D.*(2016).Bayesianestimationforfirst-orderautoregressivemodelwithexplanatoryvariables.CommunicationsinStatistics-TheoryandMethods,DOI:10.1080/03610926.2016.1260736.(SCI)在审论文[3]Yang,K.,Li,H.andWang,D.(2017)Empiricallikelihoodinferenceforself-excitingthresholdbinomialautoregressiveprocesses.[4]Li,H.,Yang,K.andWang,D*.(2017)Athresholdstochasticvolatilitymodelwithexplanatoryvariables.[5]Li,H.,Yang,K.andWang,D*.(2017)Quasi-likelihoodinferenceforinteger-valuedself-excitingthresholdautoregressiveprocesses.[6]Li,H.,Yang,K.andWang,D*.(2017)First-orderrandomcoefficientsinteger-valuedthresholdautoregressiveprocesses.[7]Li,H.,Yang,K.andWang,D*.(2017)Estimationofparametersintheself-excitingthresholdautoregressiveprocessesfornonlineartimeseriesofcounts.[8]Qi,X,Wang,D.*andYang,K.(2017)Empiricallikelihoodforpartiallylinearsingle-indexmodelswithmissingresponsevariablesanderror-pronecovariates.[9]Yu,Z.Parmar,M.andYang,K.(2017)Empiricallikelihoodbasedinferenceforgeneralizedadditivepartiallinearmodels. 相关热点