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1
Geometric measure theory and real analysis
Pisa
Ambrosio L (ed.)
ϕ
theorem
function
functions
dimensional
vector
sobolev
measures
minimizing
horizontal
bounded
isoperimetric
exists
perimeter
spaces
gaussian
regularity
sets
currents
formula
lipschitz
norm
surfaces
valued
standard
abnormal
current
boundary
devned
carnot
devne
assume
proposition
heisenberg
convex
a.e
consider
locally
continuous
approximation
devnition
intrinsic
riemannian
extremals
isop
groups
r2n
bogachev
graph
integer
Godina:
2014
Jezik:
english
Fajl:
PDF, 1.08 MB
Vaši tagovi:
0
/
0
english, 2014
2
Geometric Measure Theory and Real Analysis
Edizioni della Normale
Luigi Ambrosio (eds.)
ϕ
theorem
function
functions
dimensional
vector
sobolev
measures
minimizing
horizontal
bounded
isoperimetric
exists
perimeter
spaces
gaussian
regularity
sets
currents
formula
lipschitz
norm
surfaces
valued
standard
abnormal
current
boundary
devned
carnot
devne
assume
proposition
heisenberg
convex
a.e
consider
locally
continuous
approximation
devnition
intrinsic
riemannian
extremals
isop
groups
r2n
bogachev
graph
integer
Godina:
2014
Jezik:
english
Fajl:
PDF, 1.49 MB
Vaši tagovi:
0
/
0
english, 2014
1
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