#include <mrpt/otherlibs/sophus/se2.hpp>
Public Types | |
using | Scalar = typename Eigen::internal::traits< Derived >::Scalar |
using | TranslationType = typename Eigen::internal::traits< Derived >::TranslationType |
using | SO2Type = typename Eigen::internal::traits< Derived >::SO2Type |
using | Transformation = Matrix< Scalar, N, N > |
using | Point = Vector2< Scalar > |
using | Tangent = Vector< Scalar, DoF > |
using | Adjoint = Matrix< Scalar, DoF, DoF > |
Static Public Member Functions | |
static SOPHUS_FUNC Transformation | d_lieBracketab_by_d_a (Tangent const &b) |
static SOPHUS_FUNC SE2< Scalar > | exp (Tangent const &a) |
static SOPHUS_FUNC Transformation | generator (int i) |
static SOPHUS_FUNC Transformation | hat (Tangent const &a) |
static SOPHUS_FUNC Tangent | lieBracket (Tangent const &a, Tangent const &b) |
static SOPHUS_FUNC Tangent | log (SE2< Scalar > const &other) |
static SOPHUS_FUNC Tangent | vee (Transformation const &Omega) |
Static Public Attributes | |
static int constexpr | DoF = 3 |
static int constexpr | num_parameters = 4 |
static int constexpr | N = 3 |
using Sophus::SE2Base< Derived >::Point = Vector2<Scalar> |
using Sophus::SE2Base< Derived >::Scalar = typename Eigen::internal::traits<Derived>::Scalar |
using Sophus::SE2Base< Derived >::SO2Type = typename Eigen::internal::traits<Derived>::SO2Type |
using Sophus::SE2Base< Derived >::Tangent = Vector<Scalar, DoF> |
using Sophus::SE2Base< Derived >::Transformation = Matrix<Scalar, N, N> |
using Sophus::SE2Base< Derived >::TranslationType = typename Eigen::internal::traits<Derived>::TranslationType |
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Definition at line 109 of file se2.hpp.
Referenced by Sophus::SE2Base< Map< Sophus::SE2< Scalar_ >, Options > >::log().
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Definition at line 208 of file se2.hpp.
Referenced by Sophus::SE2Base< Map< Sophus::SE2< Scalar_ >, Options > >::operator=(), and Sophus::SE2Base< Map< Sophus::SE2< Scalar_ >, Options > >::so2().
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Definition at line 220 of file se2.hpp.
Referenced by Sophus::SE2Base< Map< Sophus::SE2< Scalar_ >, Options > >::operator=().
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