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1
From discrete to continuum: A variational approach
Braides A.
,
Gelli M.S.
limit
xni
energies
functions
convergence
theorem
interactions
otherwise
function
inequality
discrete
nearest
consider
neighbour
limninf
w1;1
xed
converges
remark
convex
converge
piecewise
rst
1;2
boundary
exists
sobolev
weakly
subsequence
suppose
assume
limsup
potentials
semicontinuous
growth
spaces
bounded
examples
deduce
obtained
satisfy
converging
density
functionals
minimizers
nite
range
recovery
liminf
limn
年:
2000
语言:
english
文件:
PDF, 488 KB
您的标签:
0
/
0
english, 2000
2
From discrete to continuum: A variational approach
Braides A.
,
Gelli M.S.
limit
xni
energies
functions
convergence
theorem
interactions
otherwise
function
inequality
discrete
nearest
consider
limninf
neighbour
w1;1
xed
converges
remark
convex
converge
piecewise
rst
1;2
boundary
exists
sobolev
weakly
subsequence
suppose
assume
limsup
potentials
semicontinuous
growth
spaces
bounded
examples
deduce
obtained
satisfy
converging
density
functionals
minimizers
nite
range
recovery
liminf
limn
年:
2000
语言:
english
文件:
PDF, 361 KB
您的标签:
0
/
0
english, 2000
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