臺灣學術機構典藏系統 (Taiwan Academic Institutional Repository, TAIR)

	English \| 正體中文 \| 简体中文 \| Total items :0
	Visitors : 50688277 Online Users : 239 Project Commissioned by the Ministry of Education Project Executed by National Taiwan University Library

Scope

Adv. Search

Login

Administrator

臺灣學術機構典藏系統 (Taiwan Academic Institutional Repository, TAIR)

About TAIR
	About TAIR

Browse By
	Institution
	Author
	Title
	Date
	Statistics Chart
	Institution Facts
	Trend

News
	2019臺灣學術機構典藏研討會
	機構典藏系統RC7版本已發佈

Copyright
	Publisher & Journal Policy
	TAIR Copyright Conference Minutes

Related Links
	機構典藏計畫網站
	ROAR
	OpenDOAR
	SHERPA
	OAIster
	JAIRO
	Ira
	DSPACE
	RWWR
	臺大學術典藏NTU Scholars

"z c li"

Return to Browse by Author
Sorting by Title	Sort by Date

Showing items 11-20 of 43 (5 Page(s) Totally)
<< < 1 2 3 4 5 > >>
View [10|25|50] records per page

Institution	Date	Title	Author
國立中山大學	2009	E_ective condition number for _nite element method using local re_nements	Z.C. Li;H.T. Huang
國立中山大學	2009	Superconvergence of high order FEMs for eigenvalue problems with periodic boundary conditions	H.T. Huang;C.S. Chien;S.L. Chang;Z.C. Li
義守大學	2008-05	Two-grid discretization schemes for nonlinear Schrodinger equations	C.-S. Chien;H.-T. Huang;B.-W. Jeng;Z.-C. Li
義守大學	2008-05	Superconvergence of FEMs and numerical continuation for parameter-dependent problems with folds	C.-S. CHIEN;H.-T. HUANG;B.-W. JENG;Z.-C. LI
南台科技大學	2008	A finite difference continuation method for computing energy levels of Bose-Einstein condensates	張勝麟; S.-L. Chang; C.-S. Chien; Z.-C. Li
國立中山大學	2007	Trefftz, collocaton and other boundary methods-a comparison	Z.C. Li;Tzon-Tzer Lu;H.T. Huang;A.H.D. Cheng
國立中山大學	2006	A radial basis collocation method for Hamilton-Jacobi-Bellman equations	Chieh-Sen Huang; S. Wang; C.S. Chen; Z.C. Li
國立中山大學	2006	The trefftz method for solving eigenvalue problems	Z.C. Li;Tzon-Tzer Lu;H.S. Tsai;A.H.D. Cheng
國立中山大學	2005	Particular solutions of laplace's equations on polygons and new models involving mild singularities	Z.C. Li;Tzon-Tzer Lu;H.Y. Hu;A.H.D. Cheng
國立中山大學	2005	The cracked-beam problem solved by the boundary approximation method	Tzon-Tzer Lu;Z.C. Li

Showing items 11-20 of 43 (5 Page(s) Totally)
<< < 1 2 3 4 5 > >>
View [10|25|50] records per page