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1
Lecture notes on free-discontinuity problems
Braides A.
fε
theorem
approximation
εj
function
sbv
functions
uε
ϕ
defined
proposition
functionals
remark
exists
prove
convergence
bounded
dhn
otherwise
define
a.e
fεj
qη
sets
suppose
bε
gε
finite
inequality
shah
converges
mumford
limit
moreover
vε
l1loc
semicontinuous
νu
semicontinuity
lemma
measures
definition
µj
supj
estimate
dimensional
qα
πξ
perimeter
positive
Year:
1996
Language:
english
File:
PDF, 837 KB
Your tags:
0
/
0
english, 1996
2
Approximation of Free-Discontinuity Problems
Braides A.
,
Dold A. (Ed)
,
Takens F. (Ed)
approximation
theorem
function
functions
defined
functionals
prove
exists
sbv
bounded
convergence
otherwise
define
finite
sets
suppose
a.e
shah
converges
proposition
limit
mumford
inequality
moreover
discontinuity
semicontinuity
measures
semicontinuous
dimensional
fixed
positive
continuous
deduce
remark
perimeter
converging
convex
funct
lemma
previous
approximations
estimate
exercises
gsbv
weakly
density
examples
hint
ambrosio
compact
Year:
1998
Language:
english
File:
RAR, 4.78 MB
Your tags:
0
/
0
english, 1998
3
Approximation of Free-Discontinuity Problems
Springer-Verlag Berlin Heidelberg
Andrea Braides (auth.)
theorem
approximation
function
functions
defined
sbv
proposition
exists
remark
prove
functionals
convergence
bounded
finite
otherwise
define
a.e
sets
suppose
shah
mumford
inequality
converges
limit
moreover
semicontinuity
semicontinuous
lemma
measures
discontinuity
estimate
dimensional
perimeter
liminf
positive
fixed
continuous
converging
deduce
approximations
convex
notation
exercises
previous
density
subsequence
weakly
approximate
compact
examples
Year:
1998
Language:
english
File:
DJVU, 1.32 MB
Your tags:
0
/
0
english, 1998
4
School in Mathematical problems in image processing
ICTP
Chidume C.E.
function
functions
theorem
segmentation
bounded
processing
inverse
chambolle
shah
consider
mumford
continuous
lemma
prove
a.e
assume
converges
deduce
dimensional
approximation
sbv
minimizer
finite
zero
choose
subsequence
total
convergence
figure
exists
ambrosio
limit
otherwise
approach
dimension
discrete
liminf
define
2dx
inequality
numerical
vector
approximate
introduce
norm
geman
method
minimizing
setting
variational
Year:
2000
Language:
english
File:
DJVU, 685 KB
Your tags:
0
/
0
english, 2000
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