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1
Discontinuous Galerkin Methods For Solving Elliptic And parabolic Equations: Theory and Implementation (Frontiers in Applied Mathematics)
Society for Industrial and Applied Mathematic
Béatrice Rivière
method
solution
mainbook
element
methods
numerical
error
nipg
nloc
mesh
ee1
finite
idofs
penalty
functions
jdofs
boundary
approximation
norm
β0
assume
discontinuous
degree
function
matrix
zhn
dimensional
inequality
p̃
σe0
defined
equations
compute
define
ee2
galerkin
analysis
iipg
linear
sipg
polynomial
theorem
quadrature
equation
vector
ŷ
convergence
estimates
x̂
edge
年:
2008
語言:
english
文件:
PDF, 3.48 MB
你的標籤:
0
/
0
english, 2008
2
Discontinuous Galerkin methods for solving elliptic and parabolic equations: theory and implementation
Society for Industrial and Applied Mathematics, Society for Industrial and Applied Mathematics
Béatrice Rivière
method
solution
mainbook
element
methods
numerical
error
nipg
nloc
mesh
ee1
finite
idofs
penalty
functions
jdofs
boundary
approximation
norm
β0
assume
discontinuous
degree
function
matrix
zhn
dimensional
inequality
p̃
σe0
defined
equations
compute
define
ee2
galerkin
analysis
iipg
linear
sipg
polynomial
theorem
quadrature
equation
vector
ŷ
convergence
estimates
x̂
edge
年:
2008
語言:
english
文件:
PDF, 3.48 MB
你的標籤:
0
/
0
english, 2008
3
Galois modules torsion in Number fields [Thesis]
Université de Bordeaux
Eliharintsoa Rajaonarimirana
module
modules
isomorphism
map
lemma
proposition
galois
theorem
πk
ideal
finite
denote
oep
pe0
trivial
zγ
locally
χh
pnk
define
defined
prove
χi
homomorphism
integers
recall
µe
abelian
commutative
oe0
fe0
injective
consider
torsion
pik
ramified
unramified
χik
inertia
σλ
χk
ziq
ζe0
exists
ideals
primes
χd
ϕ
cyclotomic
product
年:
2014
語言:
english
文件:
PDF, 644 KB
你的標籤:
0
/
0
english, 2014
4
Symmetry of solutions to semilinear elliptic equations via Morse index
Pacella F.
,
Weth T.
λ1
symmetry
2θ0
solutions
symmetric
x̃
ψe
solution
sign
theorem
ϕ1
foliated
hyperplane
schwarz
uθ
σe
convex
χb
we1
eigenvalues
h01
proposition
corresponding
annulus
denote
dirichlet
eigenfunction
eigenvalue
function
suppose
zero
consider
moreover
wθ̃
assume
bθ̃
defined
maximum
principle
prove
reflection
vector
σe0
boundary
cases
equal
equations
we2
λk
functions
語言:
english
文件:
PDF, 117 KB
你的標籤:
0
/
0
english
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