proxsuite-nlp  0.11.0
A primal-dual augmented Lagrangian-type solver for nonlinear programming on manifolds.
 
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proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar > Member List

This is the complete list of members for proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >, including all inherited members.

_Scalar (defined in proxsuite::nlp::math_types< _Scalar >)proxsuite::nlp::math_types< _Scalar >
Base typedef (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
BaseFunctionTpl(const int nx, const int ndx, const int nr) (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >inline
BaseFunctionTpl(const ManifoldAbstractTpl< Scalar > &manifold, const int nr) (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >inline
C1FunctionTpl(const int nx, const int ndx, const int nr) (defined in proxsuite::nlp::C1FunctionTpl< _Scalar >)proxsuite::nlp::C1FunctionTpl< _Scalar >inline
C1FunctionTpl(const ManifoldAbstractTpl< Scalar > &manifold, const int nr) (defined in proxsuite::nlp::C1FunctionTpl< _Scalar >)proxsuite::nlp::C1FunctionTpl< _Scalar >inline
C2FunctionTpl(const int nx, const int ndx, const int nr) (defined in proxsuite::nlp::C2FunctionTpl< _Scalar >)proxsuite::nlp::C2FunctionTpl< _Scalar >inline
C2FunctionTpl(const ManifoldAbstractTpl< Scalar > &manifold, const int nr) (defined in proxsuite::nlp::C2FunctionTpl< _Scalar >)proxsuite::nlp::C2FunctionTpl< _Scalar >inline
computeJacobian(const ConstVectorRef &x, MatrixRef Jout) constproxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >inlinevirtual
proxsuite::nlp::C2FunctionTpl::computeJacobian(const ConstVectorRef &x) constproxsuite::nlp::C1FunctionTpl< _Scalar >inline
Manifold typedef (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
ManifoldDifferenceToPoint(const polymorphic< Manifold > &space, const ConstVectorRef &target) (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >inline
ndx() constproxsuite::nlp::BaseFunctionTpl< _Scalar >inline
ndx_ (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >protected
nr() constproxsuite::nlp::BaseFunctionTpl< _Scalar >inline
nr_ (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >protected
nx() constproxsuite::nlp::BaseFunctionTpl< _Scalar >inline
nx_ (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >protected
operator()(const ConstVectorRef &x) constproxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >inlinevirtual
Scalar typedef (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
Scalar (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
space_ (defined in proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >)proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
target_proxsuite::nlp::ManifoldDifferenceToPoint< _Scalar >
vectorHessianProduct(const ConstVectorRef &, const ConstVectorRef &, MatrixRef Hout) constproxsuite::nlp::C2FunctionTpl< _Scalar >inlinevirtual
~BaseFunctionTpl()=default (defined in proxsuite::nlp::BaseFunctionTpl< _Scalar >)proxsuite::nlp::BaseFunctionTpl< _Scalar >virtual