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template<typename Matrix3Like , typename Vector3Like > |
| SE3Tpl (const Eigen::MatrixBase< Matrix3Like > &R, const Eigen::MatrixBase< Vector3Like > &trans) |
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template<typename Matrix4Like > |
| SE3Tpl (const Eigen::MatrixBase< Matrix4Like > &m) |
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template<typename QuaternionLike , typename Vector3Like > |
| SE3Tpl (const Eigen::QuaternionBase< QuaternionLike > &quat, const Eigen::MatrixBase< Vector3Like > &trans) |
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| SE3Tpl (const SE3Tpl &other) |
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template<typename S2 , int O2> |
| SE3Tpl (const SE3Tpl< S2, O2 > &other) |
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template<int O2> |
| SE3Tpl (const SE3Tpl< Scalar, O2 > &clone) |
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| SE3Tpl (int) |
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template<int O2> |
SE3Tpl | __mult__ (const SE3Tpl< Scalar, O2 > &m2) const |
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template<typename D > |
SE3GroupAction< D >::ReturnType | act_impl (const D &d) const |
| — GROUP ACTIONS ON M6, F6 and I6 — More...
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template<int O2> |
SE3Tpl | act_impl (const SE3Tpl< Scalar, O2 > &m2) const |
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Vector3 | act_impl (const Vector3 &p) const |
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template<typename D > |
SE3GroupAction< D >::ReturnType | actInv_impl (const D &d) const |
| by = aXb.actInv(ay)
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template<int O2> |
SE3Tpl | actInv_impl (const SE3Tpl< Scalar, O2 > &m2) const |
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Vector3 | actInv_impl (const Vector3 &p) const |
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template<typename MapDerived > |
Vector3 | actInvOnEigenObject (const Eigen::MapBase< MapDerived > &p) const |
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template<typename EigenDerived > |
EigenDerived::PlainObject | actInvOnEigenObject (const Eigen::MatrixBase< EigenDerived > &p) const |
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template<typename MapDerived > |
Vector3 | actOnEigenObject (const Eigen::MapBase< MapDerived > &p) const |
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template<typename EigenDerived > |
EigenDerived::PlainObject | actOnEigenObject (const Eigen::MatrixBase< EigenDerived > &p) const |
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template<typename NewScalar > |
SE3Tpl< NewScalar, Options > | cast () const |
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void | disp_impl (std::ostream &os) const |
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template<typename OtherScalar > |
SE3Tpl< Scalar, Options > | Interpolate (const SE3Tpl &A, const SE3Tpl &B, const OtherScalar &alpha) |
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SE3Tpl | inverse () const |
| aXb = bXa.inverse()
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template<int O2> |
bool | isApprox_impl (const SE3Tpl< Scalar, O2 > &m2, const Scalar &prec=Eigen::NumTraits< Scalar >::dummy_precision()) const |
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template<int O2> |
bool | isEqual (const SE3Tpl< Scalar, O2 > &m2) const |
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bool | isIdentity (const Scalar &prec=Eigen::NumTraits< Scalar >::dummy_precision()) const |
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bool | isNormalized (const Scalar &prec=Eigen::NumTraits< Scalar >::dummy_precision()) const |
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void | normalize () |
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PlainType | normalized () const |
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SE3Tpl & | operator= (const SE3Tpl &other) |
| Copy assignment operator. More...
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template<int O2> |
SE3Tpl & | operator= (const SE3Tpl< Scalar, O2 > &other) |
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| PINOCCHIO_SE3_TYPEDEF_TPL (SE3Tpl) |
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AngularRef | rotation_impl () |
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ConstAngularRef | rotation_impl () const |
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void | rotation_impl (const AngularType &R) |
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SE3Tpl & | setIdentity () |
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SE3Tpl & | setRandom () |
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ActionMatrixType | toActionMatrix_impl () const |
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template<typename Matrix6Like > |
void | toActionMatrix_impl (const Eigen::MatrixBase< Matrix6Like > &action_matrix) const |
| Vb.toVector() = bXa.toMatrix() * Va.toVector()
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ActionMatrixType | toActionMatrixInverse_impl () const |
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template<typename Matrix6Like > |
void | toActionMatrixInverse_impl (const Eigen::MatrixBase< Matrix6Like > &action_matrix_inverse) const |
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ActionMatrixType | toDualActionMatrix_impl () const |
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template<typename Matrix6Like > |
void | toDualActionMatrix_impl (const Eigen::MatrixBase< Matrix6Like > &dual_action_matrix) const |
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HomogeneousMatrixType | toHomogeneousMatrix_impl () const |
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LinearRef | translation_impl () |
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ConstLinearRef | translation_impl () const |
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void | translation_impl (const LinearType &p) |
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SE3GroupAction< D >::ReturnType | act (const D &d) const |
| ay = aXb.act(by)
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SE3GroupAction< D >::ReturnType | actInv (const D &d) const |
| by = aXb.actInv(ay)
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SE3Tpl< _Scalar, _Options > & | const_cast_derived () const |
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SE3Tpl< _Scalar, _Options > & | derived () |
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const SE3Tpl< _Scalar, _Options > & | derived () const |
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void | disp (std::ostream &os) const |
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bool | isApprox (const SE3Tpl< _Scalar, _Options > &other, const Scalar &prec=Eigen::NumTraits< Scalar >::dummy_precision()) const |
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bool | isIdentity (const typename traits< SE3Tpl< _Scalar, _Options > >::Scalar &prec=Eigen::NumTraits< typename traits< SE3Tpl< _Scalar, _Options > >::Scalar >::dummy_precision()) const |
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bool | isNormalized (const Scalar &prec=Eigen::NumTraits< Scalar >::dummy_precision()) const |
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void | normalize () |
| Normalize *this in such a way the rotation part of *this lies on SO(3).
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PlainType | normalized () const |
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| operator ActionMatrixType () const |
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| operator HomogeneousMatrixType () const |
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bool | operator!= (const SE3Tpl< _Scalar, _Options > &other) const |
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SE3GroupAction< SE3Tpl< _Scalar, _Options > >::ReturnType | operator* (const SE3Tpl< _Scalar, _Options > &m2) const |
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bool | operator== (const SE3Tpl< _Scalar, _Options > &other) const |
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| PINOCCHIO_SE3_TYPEDEF_TPL (SE3Tpl< _Scalar, _Options >) |
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AngularRef | rotation () |
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ConstAngularRef | rotation () const |
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void | rotation (const AngularType &R) |
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ActionMatrixType | toActionMatrix () const |
| The action matrix \( {}^aX_b \) of \( {}^aM_b \). More...
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void | toActionMatrix (const Eigen::MatrixBase< Matrix6Like > &action_matrix) const |
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ActionMatrixType | toActionMatrixInverse () const |
| The action matrix \( {}^bX_a \) of \( {}^aM_b \). More...
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void | toActionMatrixInverse (const Eigen::MatrixBase< Matrix6Like > &action_matrix_inverse) const |
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ActionMatrixType | toDualActionMatrix () const |
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void | toDualActionMatrix (const Eigen::MatrixBase< Matrix6Like > &dual_action_matrix) const |
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HomogeneousMatrixType | toHomogeneousMatrix () const |
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LinearRef | translation () |
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ConstLinearRef | translation () const |
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void | translation (const LinearType &t) |
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template<typename _Scalar, int _Options>
struct pinocchio::SE3Tpl< _Scalar, _Options >
Definition at line 48 of file se3-tpl.hpp.