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编号: 964333806 2019-05-07 |
基本信息 |
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性别: | 女 | 专业: | 计算数学 |
籍贯: | 学历: | 博士 | |
政治面貌: | 中共党员 |
教育背景 |
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专业描述: |
(硕士转博) |
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专业描述: |
(拟6月份毕业) |
项目/工作经历 |
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行业类别: 教育/培训/科研院所 | 性质: | ||||
描述: | • 2014.3 — 2014.7,本科生课程《线性代数》助教 • 2014.9 — 2015.1,本科生课程《计算方法》助教 • 2015.3 — 2015.7,本科生课程《计算方法》助教 • 2015.9 — 2016.1,本科生课程《多变量微积分》助教 • 2016.3 — 2016.7,本科生课程《线性代数》助教 |
学术/科研成果 |
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1. Tianhui Yang, Ammar Qarariyah, Hongmei Kang, Jiansong Deng. Numerical integration over implicitly defined domains with topological guarantee. Communications in Mathematics and Statistics (已接收) 2. Tianhui Yang, Ammar Qarariyah, Jiansong Deng. Spline R-function and applications in FEM. Numerical Mathematics: Theory, Methods and Applications(已接收) 3. Tianhui Yang, Lei Zhang. Remarks on Basic Reproduction Ratios for Periodic Abstract Functional Differential Equations. Discrete and Continuous Dynamical Systems - Series B (已接收) 4. Ammar Qarariyah, Tianhui Yang, Jiansong Deng. Solving higher order PDEs with isogeometric analysis on implicit domains using weighted extended THB-splines. Computer Aided Geometric Design (已接收) 5. Ammar Qarariyah, Fang Deng, Tianhui Yang, Yuan Liu, Jiansong Deng. Isogeometric analysis on implicit domains using weighted extended PHT-splines. Journal of Computational and Applied Mathematics, 350, 353-371, 2019 6. Ammar Qarariyah, Fang Deng, Tianhui Yang, Jiansong Deng. Numerical Solution for Schrodinger Eigenvalue Problem Using Isogeometric Analysis on Implicit Domains(已投稿) |
专业技能 |
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荣誉奖励 |
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• 校优秀助教两次(2014.9, 2016.10) • 蒋震奖学金(2012.10) • 国家奖学金(2010.11) |
自我评价: |
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有耐心
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热爱教育事业,做事及与学生交流方面有责任心及耐心;学业期间担任多次助教工作,得到了学生的认可。 |