DOLFIN
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Using DOLFIN
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DOLFIN
»
Index
Index
A
|
B
|
C
|
D
|
E
|
F
|
I
|
M
|
N
|
S
|
T
|
V
A
automatic differentiation
derivative
B
Brezzi-Douglas-Marini
FunctionSpace
C
compiled expression
compiled subdomain
Constant
D
directional derivative
derivative
Discontinous Lagrange
FunctionSpace
dolfin.common
module
dolfin.cpp.adaptivity
module
dolfin.cpp.ale
module
dolfin.cpp.common
module
dolfin.cpp.fem
module
dolfin.cpp.function
module
dolfin.cpp.generation
module
dolfin.cpp.geometry
module
dolfin.cpp.graph
module
dolfin.cpp.io
module
dolfin.cpp.log
module
dolfin.cpp.math
module
dolfin.cpp.mesh
module
dolfin.cpp.multistage
module
dolfin.cpp.parameter
module
dolfin.cpp.refinement
module
dolfin.fem
module
dolfin.function
module
dolfin.io
module
dolfin.jit
module
dolfin.la
module
dolfin.multistage
module
dolfin.parameter
module
E
Expression
(in Mixed Poisson demo)
F
FunctionSpace
Brezzi-Douglas-Marini
Discontinous Lagrange
I
interpolating functions
(in Cahn-Hilliard demo)
M
module
dolfin.common
dolfin.cpp.adaptivity
dolfin.cpp.ale
dolfin.cpp.common
dolfin.cpp.fem
dolfin.cpp.function
dolfin.cpp.generation
dolfin.cpp.geometry
dolfin.cpp.graph
dolfin.cpp.io
dolfin.cpp.log
dolfin.cpp.math
dolfin.cpp.mesh
dolfin.cpp.multistage
dolfin.cpp.parameter
dolfin.cpp.refinement
dolfin.fem
dolfin.function
dolfin.io
dolfin.jit
dolfin.la
dolfin.multistage
dolfin.parameter
N
Newton solver
(in Cahn-Hilliard demo)
NonlinearProblem
(in Cahn-Hilliard demo)
S
singe: form compiler options
(in Cahn-Hilliard demo)
split functions
T
taking variations
derivative
TestFunction
TrialFunction
V
VectorFunctionSpace