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1
Stochastic Porous Media Equations
Springer
Viorel Barbu
,
Giuseppe Da Prato
,
Michael Röckner
œ0
equations
stochastic
x.t
theorem
equation
solution
porous
monotone
kd1
existence
lemma
maximal
h01
continuous
mc1
j22
dw.s
yields
function
solutions
a.e
c.œ0
ˇ.x
y.t
assume
invariant
x.s
diffusion
dw.t
kxk2
weakly
finite
moreover
exists
lipschitz
formula
ˇ.r
approach
consider
itô’s
noise
nonlinearities
t2œ0
unique
implies
transition
defined
diffusions
l2w
Year:
2016
Language:
english
File:
PDF, 1.19 MB
Your tags:
0
/
0
english, 2016
2
Stochastic Porous Media Equations
Springer International Publishing
Viorel Barbu
,
Giuseppe Da Prato
,
Michael Röckner (auth.)
œ0
equations
stochastic
x.t
theorem
equation
solution
porous
monotone
kd1
existence
lemma
maximal
h01
continuous
mc1
j22
dw.s
yields
function
solutions
a.e
c.œ0
ˇ.x
y.t
assume
invariant
x.s
diffusion
dw.t
kxk2
weakly
finite
moreover
exists
lipschitz
formula
ˇ.r
approach
consider
itô’s
noise
nonlinearities
t2œ0
unique
implies
transition
defined
diffusions
l2w
Year:
2016
Language:
english
File:
PDF, 2.17 MB
Your tags:
0
/
5.0
english, 2016
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