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Welcome to Zhilin Li's homepage    CV

SAS 3148, Tel: 919-515-3210

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Book: The Immersed Interface Method -- Numerical Solutions of PDEs Involving Interfaces and Irregular Domains, Zhilin Li and Kazufumi Ito, SIAM Frontiers in Applied mathematics, 33,  Philadelphia, 2006, ISBN: 0-89871-609-8.  Book Cover.  Errtum.  Selected Codes and new results;     Exercises.

Textbook: Numerical Solution of Differential Equations -- Introduction to Finite Difference and Finite Element Methods, Cambridge University Press, 2017, ISBN: 978-1-107-16322-5Matlab Codes.

Textbook: An Introduction to Partial Differential Equations,  Zhilin Li and Larry Norris, World Scientific Publisher.    Maple files & Matlab files
Honor: No. 1 & No. 10  of the most cited articles in Numerical Analysis (65N06, finite difference method) in the MR Citation Database as of 3/16/2018.

Caption of the figure: flow pass a cylinder with Reynolds number 200. The simulation was done using the augmented immersed interface method. 

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  Spring Semester
, 2021:

Other Courses:  Check Moodle for online meeting information.


Summer Academic Semester, 2019:  MA325:  Introduction to Applied Mathematics.

       MA798:  The Level Set Method and Applications.

        MA501:  Advanced Mathematics for Engineers and Scientists I : T TH, 4:30-5:45 pm, SAS-2235. Fall Semester, 2010

        MA/CSC 580.002: Numerical  Analysis I,  Fall 2008, T TH,  4:30-5:45pm,  HA335

         SAMSI Course (NCSU MA810) Numerical Method for Free Boundry & Moving Interface Problems.

         MA401: Applied ( Partial ) Differential Equations II, T TH 1:30-2:45pm, HA274

         MA587: Numerical Methods for PDEs --The Finite Element Method, TTH 4:05-5:20pm, HA335

         MA780: Numerical Analysis II, MWF,  9:10-10:0am, HA366

         MA798Z: Advanced Numerical Methods and Appilications.

         MA 242-008:   Calculus III, M-F, 12:25-1:15 pm, HA 307.

         MA 580.001: Numerical  Analysis I,  Spring, 2001, MWF 9:10-10:00 am,  HA366

         MA798A :The Level Set Method and Applications, T TH 4:05-5:20, HA330

         MA587: Numerical Methods for Partial Differential Equations --The Finite Element Method,

         MA584, Finite Difference Methods for ODE/PDEs. T TH: 1.05-2:20, HA266

         MA 242-004:,  Calculus III, M-F, 11:20-12:10, Dan 406.

         MA 302-001:,  Numerical Applied Differential Equations