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1
Hydrodynamic limits of the Boltzmann equation
Springer-Verlag Berlin Heidelberg
Laure Saint-Raymond (auth.)
fε
equation
boltzmann
solutions
equations
entropy
limit
ũ
convergence
ϕ
solution
mε
incompressible
boundary
euler
gε
limits
initial
hydrodynamic
inequality
navier
collision
γε
stokes
theorem
ĝε
estimate
defined
mathematical
proposition
renormalized
estimates
l1loc
exp
ε2
fapp
global
method
velocity
function
bounded
conservation
compact
regularity
dtdx
dvdx
previous
deduce
weakly
transport
Godina:
2009
Jezik:
english
Fajl:
PDF, 2.29 MB
Vaši tagovi:
0
/
0
english, 2009
2
Hydrodynamic Limits of the Boltzmann Equation
Springer-Verlag Berlin Heidelberg
Laure Saint-Raymond (auth.)
fε
equation
boltzmann
solutions
equations
entropy
limit
ũ
convergence
ϕ
solution
mε
incompressible
boundary
euler
gε
limits
initial
hydrodynamic
inequality
navier
collision
γε
stokes
theorem
ĝε
estimate
defined
mathematical
proposition
renormalized
estimates
l1loc
exp
ε2
fapp
global
method
velocity
function
bounded
conservation
compact
regularity
dtdx
dvdx
previous
deduce
weakly
transport
Godina:
2009
Jezik:
english
Fajl:
PDF, 5.32 MB
Vaši tagovi:
0
/
0
english, 2009
3
Transport Equations and Multi-D Hyperbolic Conservation Laws
Springer-Verlag Berlin Heidelberg
Luigi Ambrosio
,
Gianluca Crippa
,
Camillo De Lellis
,
Felix Otto
,
Michael Westdickenberg (auth.)
theorem
solutions
entropy
vector
function
equation
a.e
solution
conservation
lemma
bounded
scalar
crippa
equations
functions
continuous
exists
regularity
assume
consider
dvdx
proposition
uniqueness
transport
continuity
step
m.d
measures
implies
jbr
lipschitz
defined
lagrangian
convergence
existence
differentiability
sets
map
define
estimate
remark
argument
blow
flux
kinetic
t.x
dimensional
lellis
m.n
uniformly
Godina:
2008
Jezik:
english
Fajl:
DJVU, 1.61 MB
Vaši tagovi:
0
/
0
english, 2008
4
Recent Trends in Partial Differential Equations: UIMP-RSME Santalo Summer School, Recent Trends in Partial Differential Equations, Universidad Internacional Menennnndez Pelayo, Santander, Spain
American Mathematical Society
Juan Luis Vazquez
,
Xavier Cabre
,
Jose Antonio Carrillo (ed.)
equation
solution
solutions
theorem
wave
equations
boltzmann
mass
spaces
existence
function
inequality
fragmentation
vortex
estimate
prove
exists
lemma
consider
convex
lattice
coagulation
entropy
analysis
differential
gradient
continuous
feq
asymmetric
metric
velocity
einstein
bose
defined
editors
phys
transport
vortices
define
posedness
linear
particles
convergence
initial
optimal
models
boundary
measures
propagation
profile
Godina:
2006
Jezik:
english
Fajl:
DJVU, 1.23 MB
Vaši tagovi:
0
/
0
english, 2006
5
Кинетические уравнения Больцмана и Власова
Издательство "Физматлит"
Веденяпин В.В.
exp
ϕ
eα
fα
gα
ẋ
αj
mα
ẋi
αi
ρ0
kβα
t42
μi
τm
ϕ1
ϕ2
kαβ
ylm
ε̂
ĥ
l7a
z2t32
4π
dvdx
θf
λn
μk
σkl
ω0
aμ
edg
eij
r5shqu2
vnα
αμ
χt
1̃
aα
bll1
bβα
cdp8
n̂p
ẋj
αn
δu
μn
ξi
τ̂
5w5
Godina:
2001
Jezik:
russian
Fajl:
PDF, 2.23 MB
Vaši tagovi:
0
/
0
russian, 2001
1
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