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GTSAM
4.0.2
C++ library for smoothing and mapping (SAM)
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Public Types | |
| using | Sparse = Eigen::SparseMatrix< double > |
| using | Parameters = ShonanAveragingParameters< d > |
| using | Rot = typename Parameters::Rot |
| using | Measurements = std::vector< BinaryMeasurement< Rot > > |
Public Member Functions | |
| ShonanAveraging3 (const Measurements &measurements, const Parameters ¶meters=Parameters()) | |
| ShonanAveraging3 (std::string g2oFile, const Parameters ¶meters=Parameters()) | |
| ShonanAveraging3 (const BetweenFactorPose3s &factors, const Parameters ¶meters=Parameters()) | |
| std::vector< BinaryMeasurement< T > > | maybeRobust (const std::vector< BinaryMeasurement< T >> &measurements, bool useRobustModel=false) const |
Query properties | |
| size_t | nrUnknowns () const |
| Return number of unknowns. | |
| size_t | numberMeasurements () const |
| Return number of measurements. | |
| const BinaryMeasurement< Rot > & | measurement (size_t k) const |
| k^th binary measurement | |
| Measurements | makeNoiseModelRobust (const Measurements &measurements, double k=1.345) const |
| const Rot & | measured (size_t k) const |
| k^th measurement, as a Rot. | |
| const KeyVector & | keys (size_t k) const |
| Keys for k^th measurement, as a vector of Key values. | |
Basic API | |
| double | cost (const Values &values) const |
| Values | initializeRandomly (std::mt19937 &rng) const |
| Values | initializeRandomly () const |
| Random initialization for wrapper, fixed random seed. | |
| std::pair< Values, double > | run (const Values &initialEstimate, size_t pMin=d, size_t pMax=10) const |
Matrix API (advanced use, debugging) | |
| Sparse | D () const |
| Sparse version of D. | |
| Matrix | denseD () const |
| Dense version of D. | |
| Sparse | Q () const |
| Sparse version of Q. | |
| Matrix | denseQ () const |
| Dense version of Q. | |
| Sparse | L () const |
| Sparse version of L. | |
| Matrix | denseL () const |
| Dense version of L. | |
| Sparse | computeLambda (const Matrix &S) const |
| Version that takes pxdN Stiefel manifold elements. | |
| Matrix | computeLambda_ (const Values &values) const |
| Dense versions of computeLambda for wrapper/testing. | |
| Matrix | computeLambda_ (const Matrix &S) const |
| Dense versions of computeLambda for wrapper/testing. | |
| Sparse | computeA (const Values &values) const |
| Compute A matrix whose Eigenvalues we will examine. | |
| Sparse | computeA (const Matrix &S) const |
| Version that takes pxdN Stiefel manifold elements. | |
| Matrix | computeA_ (const Values &values) const |
| Dense version of computeA for wrapper/testing. | |
| double | computeMinEigenValue (const Values &values, Vector *minEigenVector=nullptr) const |
| double | computeMinEigenValueAP (const Values &values, Vector *minEigenVector=nullptr) const |
| Values | roundSolutionS (const Matrix &S) const |
| Project pxdN Stiefel manifold matrix S to Rot3^N. | |
| Matrix | riemannianGradient (size_t p, const Values &values) const |
| Calculate the riemannian gradient of F(values) at values. | |
| Values | initializeWithDescent (size_t p, const Values &values, const Vector &minEigenVector, double minEigenValue, double gradienTolerance=1e-2, double preconditionedGradNormTolerance=1e-4) const |
| static Matrix | StiefelElementMatrix (const Values &values) |
| Project to pxdN Stiefel manifold. | |
| static VectorValues | TangentVectorValues (size_t p, const Vector &v) |
| Create a VectorValues with eigenvector v_i. | |
| static Values | LiftwithDescent (size_t p, const Values &values, const Vector &minEigenVector) |
Advanced API | |
| Sparse | computeLambda (const Values &values) const |
| NonlinearFactorGraph | buildGraphAt (size_t p) const |
| Values | initializeRandomlyAt (size_t p, std::mt19937 &rng) const |
| Values | initializeRandomlyAt (size_t p) const |
| Version of initializeRandomlyAt with fixed random seed. | |
| double | costAt (size_t p, const Values &values) const |
| std::pair< double, Vector > | computeMinEigenVector (const Values &values) const |
| bool | checkOptimality (const Values &values) const |
| std::shared_ptr< LevenbergMarquardtOptimizer > | createOptimizerAt (size_t p, const Values &initial) const |
| Values | tryOptimizingAt (size_t p, const Values &initial) const |
| Values | projectFrom (size_t p, const Values &values) const |
| Values | roundSolution (const Values &values) const |
| static Values | LiftTo (size_t p, const Values &values) |
| Lift Values of type T to SO(p) | |
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inherited |
Build graph for SO(p)
| p | the dimensionality of the rotation manifold to optimize over |
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inherited |
Check optimality
| values | should be of type SOn |
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inherited |
Given an estimated local minimum Yopt for the (possibly lifted) relaxation, this function computes and returns the block-diagonal elements of the corresponding Lagrange multiplier.
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inherited |
Compute minimum eigenvalue for optimality check.
| values | should be of type SOn |
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inherited |
Compute minimum eigenvalue with accelerated power method.
| values | should be of type SOn |
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inherited |
Compute minimum eigenvalue for optimality check.
| values | should be of type SOn |
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inherited |
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inherited |
Calculate cost for SO(p) Values should be of type SO(p)
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inherited |
Try to create optimizer at SO(p)
| p | the dimensionality of the rotation manifold to optimize over |
| initial | initial SO(p) values |
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inherited |
Initialize randomly at SO(d)
| rng | random number generator Example: std::mt19937 rng(42); Values initial = initializeRandomly(rng, p); |
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inherited |
Create initial Values of type SO(p)
| p | the dimensionality of the rotation manifold |
| rng | random number generator |
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inherited |
Given some values at p-1, return new values at p, by doing a line search along the descent direction, computed from the minimum eigenvector at p-1.
| values | should be of type SO(p-1) |
| minEigenVector | corresponding to minEigenValue at level p-1 |
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staticinherited |
Lift up the dimension of values in type SO(p-1) with descent direction provided by minEigenVector and return new values in type SO(p)
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inlineinherited |
Update factors to use robust Huber loss.
| measurements | Vector of BinaryMeasurements. |
| k | Huber noise model threshold. |
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inlineinherited |
Helper function to convert measurements to robust noise model if flag is set.
| T | the type of measurement, e.g. Rot3. |
| measurements | vector of BinaryMeasurements of type T. |
| useRobustModel | flag indicating whether use robust noise model instead. |
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inherited |
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inherited |
Project from SO(p)^N to Rot2^N or Rot3^N Values should be of type SO(p)
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inherited |
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inherited |
Try to optimize at SO(p)
| p | the dimensionality of the rotation manifold to optimize over |
| initial | initial SO(p) values |
1.8.13