常熟理工学院2017年高级职务任职资格申报人员科研业绩情况.doc

常熟理工学院2017年高级职务任职资格申报人员科研业绩情况表 姓名耿发展所在学院（部）数学与统计学院拟申报职务 (类型)教授任现职以来发表的论文情况（正高级不超过10种，副高级不超过8种）教研论文此处不填题 目何年何月在 何刊物发表本人承担部分及字数中文期刊等级 （请标明权威/核心/省级）收录检索 （SCI/SSCI /EI /CPCI/CSSCI)、分区Piecewise shooting reproducing kernel method for linear singularly perturbed boundary value problems2016.12, Applied Mathematics Letters 第一/8千字/SCIModified reproducing kernel method for singularly perturbed boundary value problems with a delay2015.9, Applied Mathematical Modelling第一/6千字/SCIImproved reproducing kernel method for singularly perturbed differential-difference equations with boundary layer behavior2015.2, Applied Mathematics and Computation第一/6千字/SCIA new reproducing kernel method for linear nonlocal boundary value problems2014.12, Applied Mathematics and Computation第一/5千字/SCIPiecewise reproducing kernel method for singularly perturbed delay initial value problems2014.11, Applied Mathematics Letters第一/5千字/SCIA numerical method for singularly perturbed turning point problems with an interior layer2014.1, Journal of Computational and Applied Mathematics第一/9千字/SCIReproducing kernel method for singularly perturbed turning point problems having twin boundary layers2013.10, Applied Mathematics Letters第一/7千字/SCIA reproducing kernel method for solving nonlocal fractional boundary value problems2012.5, Applied Mathematics Letters第一/7千字/SCIA numerical algorithm for nonlinear multi-point boundary value problems2012.1, Journal of Computational and Applied Mathematics独著/6千字/SCIA novel method for solving a class of singularly perturbed boundary value problems based on reproducing kernel method2011.12, Applied Mathematics and Computation独著/5千字/SCI学术论文共 篇，其中权威 篇，核心 篇，省级 篇； 共 10 篇，其中SCI 10 篇，SSCI 篇，EI 篇，CPCI 篇， CSSCI 篇。任现职以来出版专著情况（不含教材）专著名称出版社名称ISBN出版时间著作类型承担角色 （主编/参编）承担 字数本人编写10万字以上 本，15万字以上 本，20万字以上 本。任现职以来承担并完成科研任务、取得科研成果情况起迄 年月 项目编号、 项目名称