Class List
Here are the classes, structs, unions and interfaces with brief descriptions:
[detail level 123]
 Nlipm_walkingMain controller namespace
 NstatesStates of the controller's finite state machine
 CDoubleSupportDouble support phase while walking
 CInitialHold posture and check contacts
 CSingleSupportSingle support phase while walking
 CStandingEnable stabilizer and keep CoM at a reference position
 CContactContacts wrap foot frames with extra info from the footstep plan
 CControllerMain controller class
 CFloatingBaseObserverKinematics-only floating-base observer
 CFootstepPlanSequence of footsteps with gait parameters
 CModelPredictiveControlModel predictive control problem
 CNetWrenchObserverObserve net contact wrench from force/torque measurements
 CPendulumState of the inverted pendulum model
 CPlanInterpolatorFootstep plan interpolator
 CPreviewSolution of a model predictive control problem
 CSoleFoot sole properties
 CStabilizerWalking stabilization based on linear inverted pendulum tracking
 CStateConvenience wrapper for FSM states
 CSwingFootSwing foot interpolator
 Nmc_rtcFramework namespace, only used to add a configuration loader
 CConfigurationLoader< lipm_walking::Contact >
 CConfigurationLoader< lipm_walking::FootstepPlan >
 CConfigurationLoader< lipm_walking::Sole >
 NutilsUtility functions and classes
 CCubicHermitePolynomialCubic Hermite polynomial
 CCubicPolynomial
 CCubicPolynomial< double >
 CCubicPolynomialBaseCubic polynomial curve
 CExponentialMovingAverageExponential Moving Average
 CHoubaPolynomialHermite polynomial with Overall Uniformly-Bounded Accelerations (HOUBA)
 CLeakyIntegratorLeaky integrator
 CLowPassVelocityFilterCompute velocity by finite difference of position measurements, applying a low-pass filter to it
 CPolynomialBasePolynomial function
 CQuinticHermitePolynomialQuintic polynomial with zero velocity and zero acceleration at 0 and 1
 CQuinticPolynomialQuintic polynomial over vectors
 CQuinticPolynomial< double >Quintic polynomial over floating-point numbers
 CQuinticPolynomialBaseQuintic polynomial
 CRetimedPolynomialPolynomial whose argument \(s \in [0, 1]\) is retimed to \(t \in [0, T]\) by \( s(t) = t / T \)
 CSE2dSE2 transform
 CStationaryOffsetFilterRemove stationary offset from an input signal