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1
Stochastically Forced Compressible Fluid Flows
De Gruyter
Dominic Breit
,
Eduard Feireisl
,
Martina Hofmanová
𝕋3
ϱ̃
𝕋n
ũ
𝔼
ℙ
ϱε
stochastic
theorem
ϱu
uε
ϕ
solution
limit
solutions
random
ϱ0
ℝ
𝔉t
ℕ
probability
existence
proposition
martingale
measurable
initial
functions
equation
continuous
inequality
πm
lemma
𝕊
w̃
pathwise
wiener
ℒ
𝒪
spaces
equations
uδ
αx
𝔉
continuity
approximate
ϱδ
𝒟
defined
stationary
convergence
Year:
2018
Language:
english
File:
PDF, 1.51 MB
Your tags:
0
/
0
english, 2018
2
Stochastically Forced Compressible Fluid Flows
Walter de Gruyter
Dominic Breit
,
Eduard Feireisl
,
Martina Hofmanová
𝕋3
ϱ̃
𝕋n
ũ
𝔼
ℙ
ϱε
stochastic
theorem
ϱu
uε
ϕ
solution
limit
solutions
random
ϱ0
ℝ
𝔉t
ℕ
probability
existence
proposition
martingale
measurable
initial
functions
equation
continuous
inequality
πm
lemma
𝕊
w̃
pathwise
wiener
ℒ
𝒪
spaces
equations
uδ
αx
𝔉
continuity
approximate
ϱδ
𝒟
defined
stationary
𝕋
Year:
2018
Language:
english
File:
PDF, 3.23 MB
Your tags:
0
/
0
english, 2018
3
Stochastically Forced Compressible Fluid Flows
De Gruyter
Dominic Breit
,
Eduard Feireisl
,
Martina Hofmanová
theorem
stochastic
solution
𝕋n
ℙ
solutions
random
𝔉t
limit
𝕋3
proposition
martingale
measurable
probability
initial
functions
equation
ℕ
continuous
inequality
lemma
existence
ℝ
wiener
pathwise
spaces
equations
continuity
defined
stokes
convergence
navier
valued
approximate
exists
𝔉
function
estimates
uniqueness
remark
𝒟
deterministic
stationary
ℙ̃
𝒪
compact
cylindrical
recall
filtration
consequently
Year:
2018
Language:
english
File:
EPUB, 23.71 MB
Your tags:
0
/
0
english, 2018
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