Trace:

Table of Contents

Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Both sides previous revision Previous revision
Next revision 		Previous revision
Last revision Both sides next revision
xuan_zhao [2015/04/05 00:11]
xzhao 		xuan_zhao [2015/04/05 00:25]
xzhao [Xuan Zhao ( 赵 璇 )]
Line 63: Line 63:
 [5] Xuan Zhao, Qinwu Xu, Efficient numerical schemes for fractional sub-diffusion equation with the spatially variable coefficient,​ Applied Mathematical Modelling, 38 (2014) 3848-3859. ​ [5] Xuan Zhao, Qinwu Xu, Efficient numerical schemes for fractional sub-diffusion equation with the spatially variable coefficient,​ Applied Mathematical Modelling, 38 (2014) 3848-3859. ​
  
-[6] Xuan Zhao, Zhi-zhong Sun, Compact Crank-Nicolson schemes for a class of fractional Cattaneo equation in inhomogeneous medium, Journal of Scientific Computing, (2014) ​1-25. +[6] Xuan Zhao, Zhi-zhong Sun, Compact Crank-Nicolson schemes for a class of fractional Cattaneo equation in inhomogeneous medium, Journal of Scientific Computing, ​62 (2014) ​747-771. 
  
 [7] Xuan Zhao, Zhi-zhong Sun, George Em Karniadakis,​ Second order approximations for variable order fractional derivatives:​ Algorithms and applications,​ Journal of Computational Physics, Special Issue on Fractional PDEs, (2014) doi:​10.1016/​j.jcp.2014. 08.015 ​ [7] Xuan Zhao, Zhi-zhong Sun, George Em Karniadakis,​ Second order approximations for variable order fractional derivatives:​ Algorithms and applications,​ Journal of Computational Physics, Special Issue on Fractional PDEs, (2014) doi:​10.1016/​j.jcp.2014. 08.015 ​
Line 85: Line 85:
 [5] 2013. 11. 14, Institute of Computational Mathematics and Science/​Engineering Computing, Chinese Academy of Science. Title：Variable order fractional derivative for the numerical simulation of waves (40 mins). [5] 2013. 11. 14, Institute of Computational Mathematics and Science/​Engineering Computing, Chinese Academy of Science. Title：Variable order fractional derivative for the numerical simulation of waves (40 mins).
  
-[6] 2014. 06. 23-15，International Conference on Fractional Differentiation and its Applications,​ Catania, Italy. Title：Second order approximations for variable order fractional derivatives and the simulation of waves (15 mins).+[6] 2014. 06. 23-25，International Conference on Fractional Differentiation and its Applications,​ Catania, Italy. Title：Second order approximations for variable order fractional derivatives and the simulation of waves (15 mins).
  
 [7] 2014. 10. 30, Institute of Computational Mathematics and Science/​Engineering Computing, Chinese Academy of Science. Title：Second-order approximations for variable order fractional derivatives:​ Algorithms and applications (60 mins). [7] 2014. 10. 30, Institute of Computational Mathematics and Science/​Engineering Computing, Chinese Academy of Science. Title：Second-order approximations for variable order fractional derivatives:​ Algorithms and applications (60 mins).
– xuan_zhao.txt · Last modified: 2015/12/11 20:00 by xzhao