1998
DOI: 10.1016/s0921-8890(97)00052-3
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The role of exploratory movement in visual servoing without calibration

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Cited by 24 publications
(14 citation statements)
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“…From equation (2), the quadratic weighing function can be defined as: (6) which can then be used for expansion in the Taylor series around . After the omission of higher-order terms and the introduction of some approximations (for details, please refer to [9]), the following secant equation is obtained:…”
Section: The Broyden Methodsmentioning
confidence: 99%
“…From equation (2), the quadratic weighing function can be defined as: (6) which can then be used for expansion in the Taylor series around . After the omission of higher-order terms and the introduction of some approximations (for details, please refer to [9]), the following secant equation is obtained:…”
Section: The Broyden Methodsmentioning
confidence: 99%
“…It shows that adaptively choosing the bandwidth of kernels increases the model estimation accuracy. 6 For the second experiment, we compare the performance of a model-based RL, model-free RL with a conventional linear controller. The problem is defined as visual set-point 6 The result of this experiment is an average of 10 runs.…”
Section: Methodsmentioning
confidence: 99%
“…Several researchers have developed methods for estimating a visual-motor model of the robot (i.e. pose-indexed varying Jacobian) online [4][5] [6] [7]. However, most of these research have been only focused on estimating locally-valid models, and keeping one such at a time.…”
Section: Introductionmentioning
confidence: 99%
“…In previous work [16], we carried out experiments comparing the results obtained using one of the cameras and those obtained using two cameras: our results showed that using two cameras instead of one improved the behaviour of the all methods we tested. In many applications, improvement on the performance justifies the [18] gathers diverse methods to estimate the image Jacobian, Two of them are described in this section, the first method was designed by the authors and is based on incorporating the epipolar constraint of the system [16], the second method is based on the recursive updating of the Jacobian considering a covariance matrix with a forgetting factor [14], due to its good results in past works [13] [16] [17] this method is included into the tests and is described below. It is worth also mentioning the Kalman method where the system is modelled by its state variables which are updated using Kalman filter equations [15], the Broyden method that recursively update the Jacobian by using the last movement and the previous Jacobian [5].…”
Section: A Multiple View Jacobianmentioning
confidence: 99%