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WhitePages: Chongjun Li - Phone, Address, Background info | Whitepages
The second best result is Chongjun Li in Flushing, NY in the Northeastern Queens neighborhood. Chongjun is related to Chong Jun Li. Select this result to view ...
WhitePages: Tony Li in North Carolina (NC) | 650 records found | Whitepages
Xiaofeng Z Li • Xinsheng J Li • Xiu X Li • Wei Ming Lin • Yi Hong Chen I • Xia Y Li • Lisa Li-Yue Li • Chongjun Li • Chong Jun Li • Wan Fu Li. Show all ...
Books & Literature
Bibliography of Chong-Jun Li | Structurae
structurae.net
List of publications (books, articles, conference papers, etc.) for author Chong-Jun Li catalogued in the Structurae literature database.
Related Documents
[ ] Curvatures at the singular points of algebraic curves and...
arxiv.org
Title:Curvatures at the singular points of algebraic curves and surfaces. Authors:Chong-Jun Li, Ren-Hong Wang. (Submitted on 18 May 2014). Abstract: In this ...
CATTERINA DAGNINO Curriculum vitae EDUCATION
webmath2.unito.it
Dr. Chong-Jun Li, Dalian University of Technology, Dalian (China). ** Other Scientific Activities**. - Principal investigator of research teams in projects funded by: ...
[ ] Piecewise Sparse Recovery in Unions of Bases
arxiv.org
Authors:Chong-Jun Li, Yi-Jun Zhong. (Submitted on 4 Mar 2019). Abstract: Sparse recovery is widely applied in many fields, since many signals or vectors can ...
Scientific Publications
dblp: Chong-Jun Li
dblp.org
List of computer science publications by Chong-Jun Li. We are hiring! We are looking for three additional members to join the dblp team. (more information)
Publications
A 17-node quadrilateral spline finite element using the triangular...
link.springer.com
Isoparametric quadrilateral elements are widely used in the finite element method. However, they have a disadvantage of accuracy loss when elements are dis
A 3D pyramid spline element | SpringerLink
link.springer.com
In this paper, a 13-node pyramid spline element is derived by using the tetrahedron volume coordinates and the B-net method, which achieves the second orde
Construction of n-sided polygonal spline element using area...
link.springer.com
In general, triangular and quadrilateral elements are commonly applied in two-dimensional finite element methods. If they are used to compute polycrystalli
Two 8-node quadrilateral spline elements by B-net method |...
link.springer.com
Isoparametric quadrilateral elements are widely used in the finite element method, but the accuracy of the isoparametric quadrilateral elements will drop o
Miscellaneous
Chong-Jun Li's research works | Dalian University of ...
www.researchgate.net
Chong-Jun Li's 7 research works with 49 citations and 185 reads, including: A superconvergent nonconforming quadrilateral spline element for biharmonic equation using the B-net method
An approximation method based on MRA for the quasi ...
www.springerprofessional.de
Authors: Yong-Xia Hao, Chong-Jun Li, Ren-Hong Wang. » Get access to the full-text. Important notes. Communicated by Tom Lyche. This work ...
An approximation method based on MRA for the quasi-Plateau problem
www.infona.pl
... approximation method based on MRA for the quasi-Plateau problem. Yong-Xia Hao, Chong-Jun Li, Ren-Hong Wang · Details · Contributors · Fields of science ...
A quadrilateral spline element for couple stress/strain gradient...
www.infona.pl
Couple stress/strain gradient elasticity has been developed to extend continuum plasticity to the micro- and nano-scale. In order to pass the C0-1 enhanced...
BIT Numerical Mathematics | springerprofessional.de
www.springerprofessional.de
Razumikhin-type technique on stability of exact and numerical solutions for the nonlinear stochastic pantograph differential equations. Ping Guo, Chong-Jun Li.
Analysis of a 6-point binary subdivision scheme
www.infona.pl
In this paper, a linear 6-point binary approximating subdivision scheme with support [−6,5] is fully investigated. It is shown that the scheme is simple and...
NA Digest, V. 10, # 08
netlib.org
Chong-Jun Li &.cn> Phone: +86(0411) and. Chun-Gang Zhu, &.cn> Phone: +86(0411)
Li, Dongguan - Patent applications
www.patentsencyclopedia.com
Li, Dongguan. Chong-Jun Li, Dongguan CN. Patent application number, Description, Published , Touch Panel - The Present Disclosure provides ...
Prof. Chong-Jun Li：On Piecewise Sparse Signal Recovery ...
www.tjmeitan.com
Speaker: Prof. Chong-Jun Li, School of Mathematical Sciences, Dalian University of Technology. Inviter: 许志强研究员. Title: On Piecewise ...
Technical Papers
www.tsplines.com
T-Splines enables 3d designers to model faster than ever before and with greater control.
[PDF] Piecewise Sparse Recovery in Unions of Bases | Semantic Scholar
www.semanticscholar.org
Chong-Jun Li, Yi-Jun Zhong. Sparse recovery is widely applied in many fields, since many signals or vectors can be sparsely represented under some frames or ...
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