Present Graduate students:

Lu, Xinlei; Luo, Hao; Wang, Hong (Since 2023)

Gan, Ziang; Lu, Xiaoyan; Luo, Pengyu (Since 2022)

Bian, Jing (Since 2021)

Present courses

Operation Research, Feb. 2024 -- June 2024. For undergraduate students.

Room C210, Lize Building, Zhuhai Campus. 13:30-16:15 of each even numbered Wednesday.

Room C210, Lize Building, Zhuhai Campus. 8:00-9:40 of each Friday.

Room C204, Lize Building, Zhuhai Campus. 18:00-19:40 of each Friday.

Optimal Control Theory, Feb. 2024 -- June 2024. For graduate students.

Room 312 Building 8, Beijing Campus. 8:00-9:40 of each odd numbered Monday and Tuesday.

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Graduated Std:

Li, Ruilin; Wang, Han(2019-2022)

Pei, Shan(2016-2019)

Guo, Lu(2015-2018)

Li, Lin; Wei, Fuli(2013-2016)

Tang, Jinxiang (2012-2015)

Previous Courses:

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Modern control theory, Sept 2023- Jan. 2024. For undergraduate students.

Fuzzy control and applications, Sept 2023- Jan. 2024. For undergraduate students.

Calculus II, March 2018- June. 2018. For undergraduate students.

Room 201, Building 4, 8:00-9:40 of each Monday and Wednesday, 10:00-11:40 of each Friday.

The PPT of the course can be download from here

Introduction of control theory, Sept 2017- Dec. 2017. For graduate students.

Room 207, Building 7, 18:00-20:35 of each Monday.

Calculus I, Sept 2017-Dec. 2017. For undergraduate students.

Room 201, Building 4, 8:00-9:40 of each Monday and Wednesday, 10:00-11:40 of each Friday.

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Optimal control Theory , March 2017- June. 2017. For graduate students.

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Calculus III, Sept 2016- Dec.. 2016. For undergraduate students.

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Calculus, Sept 2015- June. 2016. For undergraduate students.

Room 404, Building 9, 8:00-9:40 of each Monday and Wednesday, 10:00-11:40 of each Friday.

The PPT of the course can be download from here

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Calculus II, March 2015- June 2015. For undergraduate students.

Room 106, Building 4, 8:00-9:40 of each Monday, 10:00-11:40 of each Wednesday and Friday.

The PPT of the course can be download from here

Last part------>ODE session. PPThere and the PDF of the book can be download here(in campus only)

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*.1 Calculus A Feb. 2013 -June 2013. For undergraduate students.

Room 203, Building 7, 8:00am-9:40am of each Monday, Wednesday and Friday.

The PPT of the course can be download from here

The mid-term exam will be held at April 26. Examination paper Download.

REF for MATLAB 数学实验——基于CDIO模式. Download

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*2. Controllability and Observability of Partial Differential Equations. Feb. 2013 -June 2013.

Room 213 Building 7 1:30pm-4:00pm of each Wednesday.

References:

*.S. Micu & E. Zuazua An introduction to the controllability of Partial Differential Equations

*.雍炯敏, 楼红卫 最优控制理论简明教程.

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Calculus A. Sep. 2012- Jan. 2013

Exam: Jan. 11. 1020-1220 303&302 of Building 7.

TITLE: Spectral methods and their applications on PDEs. Sept. 2011-Jan. 2012

Each Wednesday Evening, 18:00-21:00, 105 of Building 4.

References:

*. Spectral methods: Algorithms, Analysis and Applications. J. Shen, T. Tang and L.L. Wang. Google Books

*. Numerical analysis of spectral method: Theory and application. Gottlieb and Orszag, 1977.

*.Spectral methods to complex geometries and applications ot fluid dynamics. Canuto et al. 1987/2006.

*.Chebyshew and Fourier spectral methods. Boyd, 2000

*. Spectral methods in MATLAB, Trefethen, SIAM, 2000 (mainly on spectral collocation method)

*. Nodal discontinuous Galerkin methods: alogrithms, analysis and applications. Hesthaven and Warburton, 2008

*-Calculus II

Each morning on Monday, Wednesday and Friday 2011.3 to 2011.6

Chapter 1 Section 1.1 Section 1.2 Section 1.3. Section 1.4 Exercise

Chapter 2 Section 2.1 Section 2.2 Section 2.3. Section 2.4 Exercise

Chapter 3 Section 3.1 Section 3.2 Section 3.3. Exercise

Chapter 4 Section 4.1 Section 4.2 Section 4.3. Section 4.4 Exercise

Chapter 5 Section 5.1 Section 5.2 Section 5.3. Section 5.4 Section 5.5 Exercise

Chapter 6 All

Chapter 7 All

Chapter 8 All

Chapter 11 All

Some interesting AVI. download

Type tools for download Mathtype

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Course dissertation CURVES. Request: Describe a kind of curves around 3000 words (4 pages A4 paper).

The final results will be showed on January.

Existing excellent papers by students:

Logarithmic spiral, by CHENG, H, CHENG, HY and YIN, Y PDF

Remind: If you are uncomfortable for the download of your paper, please write to me and I will delete the link.

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