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Here are the classes, structs, unions and interfaces with brief descriptions:
[detail level
1
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]
▼
N
algo
▼
N
ad
C
const_closure_type_traits
C
const_closure_type_traits_impl
C
const_closure_type_traits_impl< T, false >
C
const_closure_type_traits_impl< T, true >
C
ConstMatrixIterator
C
dual
C
dual_add
C
dual_cos
C
dual_divide
C
dual_exp
C
dual_expression
C
dual_log
C
dual_minus
C
dual_multiplies
C
dual_negate
C
dual_sin
C
is_dual
C
is_scalar
TODO: dual<double> is scalar?
C
is_scalar_dual
C
is_vector
C
is_vector_dual
C
is_vector_dual< T, false >
C
is_vector_dual< T, true >
C
jacobian_matrix_adaptor
Must be const
C
MatrixIterator
▼
N
nm
C
ConvergenceUtil
C
GaussNewton
C
IDumpingFactorCalculator
C
INewtonMethod
C
LevenbergMarquardt
This class solves following equation. $$ | f(x) |^{2} = 0 $$
C
NewtonRaphson
C
SimpleDumpingFactorCalculator
▼
N
nm_test
C
ConvergenceUtilTest
C
GaussNewtonTest
C
IDumpingFactorCalculatorMock
C
IDumpingFactorCalculatorTest
C
LevenbergMarquardtTest
C
NewtonRaphsonTest
C
SimpleDumpingFactorCalculatorTest
C
TestData
▼
N
qn
C
BroydenFletcherGoldfarbShanno
C
DavidonFeltcherPowell
C
ExplicitLineSearcher
C
ILineSearcher
C
IQuasiNewton
▼
N
test_util
C
RandomNumber
C
TestData
Common test data. Only random valued data is acceptable
▼
N
util_test
C
MatrixOperatorTest
▼
N
boost
▼
N
numeric
▼
N
ublas
C
scalar_cos
C
scalar_exp
C
scalar_inverse
C
scalar_sin
▼
N
util
C
MixIn
C
Object
C
DualSampleFunction
C
Functor0
C
Functor1
C
Functor2
C
LineSearcherFunction
C
SampleFunction
C
SampleGradientFunction
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