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Wiley电子期刊(1)
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Elsevier电子期刊(131)
Springer电子图书(4)
ProQuest学位论文(2)
在“
Elsevier电子期刊
”中,
命中:
131
条,耗时:小于0.01 秒
在所有数据库中总计命中:
301
条
1.
Discriminative sparse flexible
manifold
embedding with novel graph for robust visual representation and label propagation
作者:
Zhao Zhang
a
;
b
;
cszzhang@gmail.com" class="auth_mail" title="E-mail the corresponding author
Author Vitae
;
Yan Zhang
a
;
b
Author Vitae
;
Fanzhang Li
a
;
b
Author Vitae
;
Mingbo Zhao
c
Author Vitae
;
Li Zhang
a
;
b
Author Vitae
;
Shuicheng Yan
d
Author Vitae
关键词:
Flexible
manifold
embedding
;
Semi-supervised learning
;
l2
;
1-Norm
regularization
;
Novel graph construction
;
Robust representation and recognition
刊名:Pattern Recognition
出版年:2017
2.
Graph regularized compact low rank representation for subspace clustering
作者:
Shiqiang Du
a
;
b
;
shiqiangdu@hotmail.com
;
Yide Ma
;
a
;
yidema@foxmail.com
;
Yurun Ma
a
关键词:
Dictionary learning
;
Low rank representation
;
Manifold
regularization
;
Subspace clustering
刊名:Knowledge-Based Systems
出版年:2017
3.
Laplacian total margin support vector machine based on within-class scatter
作者:
Huimin Pei
a
;
Yanyan Chen
b
;
Yankun Wu
a
;
Ping Zhong
;
a
;
zping@cau.edu.cn
关键词:
Support vector machine
;
Total margin
;
Within-class scatter
;
Manifold
regularization
;
Semi-supervised learning
刊名:Knowledge-Based Systems
出版年:2017
4.
Generalized extreme learning machine autoencoder and a new deep neural network
作者:
Kai Sun
kai.s@foxmail.com
Author Vitae
;
Jiangshe Zhang
;
jszhang@mail.xjtu.edu.cn
Author Vitae
;
Chunxia Zhang
cxzhang@mail.xjtu.edu.cn
Author Vitae
;
Junying Hu
hujunyingmm@163.com
Author Vitae
关键词:
Extreme learning machine
;
Generalized extreme learning machine autoencoder
;
Manifold
regularization
;
Deep neural network
;
Multilayer generalized extreme learning machine autoencoder
刊名:Neurocomputing
出版年:2017
5.
Generalized reduced rank latent factor regression for high dimensional tensor fields, and neuroimaging-genetic applications
作者:
Chenyang Tao
a
;
b
;
Thomas E. Nichols
c
;
Xue Hua
d
;
Christopher R.K. Ching
d
;
e
;
Edmund T. Rolls
b
;
f
;
Paul M. Thompson
d
;
g
;
Jianfeng Feng
a
;
b
;
h
;
jianfeng64@gmail.com
;
The Alzheimer's Disease Neuroimaging Initiative
1
关键词:
Dimension reduction
;
Generalized linear model
;
High dimensional tensor field
;
Latent factor
;
Least squares kernel machines
;
Nuclear norm
regularization
;
Reduced rank regression
;
Riemannian
manifold
刊名:NeuroImage
出版年:2017
6.
A variational treatment of material configurations with application to interface motion and microstructural evolution
作者:
Gregory H. Teichert
a
;
Shiva Rudraraju
a
;
Krishna Garikipati
b
;
krishna@umich.edu
关键词:
Free energy
;
Thermodynamic driving force
;
Gradient
regularization
;
Configurational stress
;
Spline basis functions
刊名:Journal of the Mechanics and Physics of Solids
出版年:2017
7.
Graph-based discriminative concept factorization for data representation
作者:
Huirong Li
a
;
b
;
Jiangshe Zhang
;
a
;
jszhang@mail.xjtu.edu.cn
;
Junying Hu
a
;
Chunxia Zhang
a
;
Junmin Liu
a
关键词:
Concept factorization
;
Semi-supervised learning
;
Data representation
;
Label information
刊名:Knowledge-Based Systems
出版年:2017
8.
A graph regularized dimension reduction method for out-of-sample data
作者:
Mengfan Tang
a
Author Vitae
;
Feiping Nie
b
;
feipingnie@gmail.com
Author Vitae
;
Ramesh Jain
a
Author Vitae
关键词:
Dimension reduction
;
Out-of-sample data
;
Graph regularized PCA
;
Manifold
learning
;
Clustering
刊名:Neurocomputing
出版年:2017
9.
Locality-constrained nonnegative robust shape interaction subspace clustering and its applications
作者:
Bo Li
a
;
bolimath@gmail.com" class="auth_mail" title="E-mail the corresponding author
Author Vitae
;
Chunyuan Lu
a
Author Vitae
;
Zhijie Wen
b
Author Vitae
;
Chengcai Leng
a
Author Vitae
;
Xiuping Liu
c
Author Vitae
关键词:
Shape interaction matrix
;
Subspace clustering
;
Motion segmentation
;
Handwritten digit clustering
刊名:Digital Signal Processing
出版年:2017
10.
Wellposedness of a nonlocal nonlinear diffusion equation of image processing
作者:
Patrick Guidotti
a
;
gpatrick@math.uci.edu
;
Yuanzhen Shao
b
;
shao92@purdue.edu
关键词:
35A01
;
35A02
;
35B40
;
35K55
;
35K65
刊名:Nonlinear Analysis: Theory, Methods & Applications
出版年:2017
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