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

"h y hu"

Return to Browse by Author
Sorting by Title	Sort by Date

Showing items 1-25 of 31 (2 Page(s) Totally)
1 2 > >>
View [10|25|50] records per page

Institution	Date	Title	Author
元培科技大學	2013-01	Fatty-acid, amino-acid and mineral composition of two milk replacers for marsupials	L.-T.Chuang; T.L.Pinfold; H.-Y.Hu; Y.-S.Chen; J.Schulze; J.M.Presley; G.Irons; R.H.Glew
元智大學	2011-05	Hybrid Shrinking Projection Method for a Generalized Equilibrium Problem, a Maximal Monotone Operator and Countable Family of Relatively Nonexpansive Mappings	L.C. Ceng; Guu S.-M.; H. Y. Hu; J.C Yao
高雄醫學大學	2011	Hybrid shrinking projection method for a generalized equilibrium problem, a maximal monotone operator and a countable family of relatively nonexpansive mappings	L.C.Ceng;S.Y.Guu;H.Y.Hu;J.C.Yao
元培科技大學	2009	An Integration of Kano’s Model and Exit-Voice Theory: A Case Study	Y.-C. Lee; H.-Y. Hu; T.-M. Yen ; C.-H. Tsai
東海大學	2009	Error analysis of collocation method based on reproducing kernel approximation	H.Y.Hu; 胡馨云
東海大學	2009	Subdomain radial basis collocation method for heterogeneous media	H.Y.Hu; 胡馨云
東海大學	2009	Stability of radial basis collocation method for transient dynamics	H.Y.Hu; 胡馨云
國立中山大學	2008	Superconvergence of solution derivatives of the shortleyweller difference approximation to Poisson's equation with singularity problems on polygonal domains	Zi-Cai Li; H.Y. Hu;S. Wang; Q. Fang
實踐大學	2007	影響研發聯盟參與廠商知識取得之因素探討-以南港軟體工業園區內知識密集型中小企業為例	胡嘯宇; H.Y.Hu
南亞技術學院	2006	台德菁英計畫雙軌制教育之探討	陳春富; 胡昕昀; 蔡秋田; C. F. Chen;H. Y. Hu;C. T. Tsai
國立中山大學	2006	Collocation methods for Poisson's equation	H.Y. Hu ; Zi-Cai Li
國立中山大學	2006	Effective condition number and superconvergence of the Trefftz method coupled with high order FEM for singularity problems	H.Y. Hu ; Zi-Cai Li
國立中山大學	2006	Combinations of collocation and nite element methods for Poisson's equation	H.Y. Hu ; Zi-Cai Li
國立中山大學	2005	Particular solutions of laplace's equations on polygons and new models involving mild singularities	Zi-Cai Li; T.T. Lu; H.Y. Hu; 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	Zi-Cai Li;T.T. Lu;H.Y. Hu;A.H.D. Cheng
國立中山大學	2005	Radial basis collocation methods for elliptic boundary value problems	H.Y. Hu;Zi-Cai Li;A.H.D. Cheng
國立中山大學	2005	Verification of reduced convergence rates	H.Y. Hu ; Zi-Cai Li
國立中山大學	2005	Particular solutions of laplace's equations on polygons and new models involving mild singularities	Zi-Cai Li; T.T. Lu; H.Y. Hu; 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	2004	Particular solutions of singularly partial differential equations with constant coefficients in rectangular domains, Part I. Convergence analysis	Zi-Cai Li;H.Y. Hu;C.H. Hsu;S. Wang
國立中山大學	2004	Highly accurate solutions of Motz's and the cracked beam problems	T.T. Lu;H.Y. Hu;Z.C. Li
國立中山大學	2004	The collocation Trefftz method for Biharmonic equations with crack singularities	Zi-Cai Li;T.T. Lu; H.Y. Hu
國立中山大學	2004	The collocation Trefftz method for biharmonic equations with crack singularities	Z.C. Li;Tzon-Tzer Lu;H.Y. Hu
國立中山大學	2004	Highly accurate solutions of Motz's and the cracked beam problems	T.T. Lu;H.Y. Hu; Zi-Cai Li
國立中山大學	2004	Particular solutions of singularly partial differential equations with constant coeffcients in rectangular domains, Part I. Convergence analysis	Zi-Cai Li;H.Y. Hu;C.H. Hsu;S. Wang

Showing items 1-25 of 31 (2 Page(s) Totally)
1 2 > >>
View [10|25|50] records per page

	English \| 正體中文 \| 简体中文 \| Total items :2822808
	Visitors : 29967084 Online Users : 2871 Project Commissioned by the Ministry of Education Project Executed by National Taiwan University Library