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1
Introduction to high-dimensional statistics
CRC Press
Giraud C
estimator
selection
prove
lasso
risk
sparse
gaussian
setting
rank
probability
models
lemma
theorem
convex
matrix
dimensional
βbλ
inequality
πm
linear
function
fbm
assume
criterion
regression
analysis
random
statistical
consider
statistics
coordinate
βb
defined
check
sparsity
argmin
estimators
values
xβ
variables
figure
norm
algorithm
graph
k2f
σk
estimation
refer
ϕ
dimension
Year:
2014
Language:
english
File:
PDF, 2.17 MB
Your tags:
0
/
0
english, 2014
2
Introduction to High-Dimensional Statistics
Chapman and Hall/CRC
Christophe Giraud
estimator
selection
prove
lasso
risk
sparse
gaussian
setting
rank
probability
models
lemma
theorem
convex
matrix
dimensional
βbλ
inequality
πm
linear
function
fbm
assume
criterion
regression
analysis
random
statistical
consider
statistics
coordinate
βb
defined
check
sparsity
argmin
estimators
values
xβ
variables
figure
norm
algorithm
graph
k2f
σk
estimation
refer
ϕ
dimension
Year:
2014
Language:
english
File:
PDF, 3.98 MB
Your tags:
0
/
0
english, 2014
3
Introduction to High-Dimensional Statistics
Chapman and Hall/CRC
Christophe Giraud
estimator
prove
lemma
gaussian
risk
sparse
lasso
inequality
probability
matrix
selection
algorithm
theorem
setting
convex
rank
random
assume
linear
models
function
consider
dimensional
check
πm
βbλ
observe
regression
defined
norm
βb
argmin
fbm
criterion
clustering
variables
xβ
coordinate
values
estimators
statistical
ϕ
k2f
analysis
conclude
define
figure
statistics
sparsity
estimation
Year:
2021
Language:
english
File:
PDF, 7.99 MB
Your tags:
0
/
5.0
english, 2021
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