2019 International Conference on Robotics and Automation (ICRA) 2019
DOI: 10.1109/icra.2019.8794345
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Obstacle-aware Adaptive Informative Path Planning for UAV-based Target Search

Abstract: Target search with unmanned aerial vehicles (UAVs) is relevant problem to many scenarios, e.g., search and rescue (SaR). However, a key challenge is planning paths for maximal search efficiency given flight time constraints. To address this, we propose the Obstacle-aware Adaptive Informative Path Planning (OA-IPP) algorithm for target search in cluttered environments using UAVs. Our approach leverages a layered planning strategy using a Gaussian Process (GP)based model of target occupancy to generate informati… Show more

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Cited by 43 publications
(45 citation statements)
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“…Randomization allows to solve problems that are not solvable by deterministic algorithms [89]; in spite of this, random search is not always efficient and usually serves as a lower bound when the objective is to minimize the expected time until target detection [46]. Probabilistic Target Search (PTS) [46], [55], [95] accounts for target motion and sensing uncertainties [55] and formulates the search task within Bayesian probabilistic frameworks (e.g., Recursive Bayesian Estimation -RBE [96]- [98], Bayesian Optimization -BO [70], [99]- [101]). In this way, it is possible to encode and keep updated the knowledge about potential target locations as a probability distribution, also referred to as belief or probabilistic map [58]; this is done by treating no-detection observations (i.e., measurements with no information on target position) as negative likelihood [102].…”
Section: Active Search and Probabilistic Target Searchmentioning
confidence: 99%
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“…Randomization allows to solve problems that are not solvable by deterministic algorithms [89]; in spite of this, random search is not always efficient and usually serves as a lower bound when the objective is to minimize the expected time until target detection [46]. Probabilistic Target Search (PTS) [46], [55], [95] accounts for target motion and sensing uncertainties [55] and formulates the search task within Bayesian probabilistic frameworks (e.g., Recursive Bayesian Estimation -RBE [96]- [98], Bayesian Optimization -BO [70], [99]- [101]). In this way, it is possible to encode and keep updated the knowledge about potential target locations as a probability distribution, also referred to as belief or probabilistic map [58]; this is done by treating no-detection observations (i.e., measurements with no information on target position) as negative likelihood [102].…”
Section: Active Search and Probabilistic Target Searchmentioning
confidence: 99%
“…Some APE problems are formulated as environmental mapping tasks, where the target location is inferred from the estimated spatial distribution of a physical quantity (e.g., source signal strength [16], [74]) or from occupancy maps [70], [127]. In this framework, a common approach is to tesselate the workspace Π into a grid map and apply RBE to each cell of the grid [127].…”
Section: B Probabilistic Mapmentioning
confidence: 99%
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“…This type of problem is well studied in literature and is termed as a minimum time search problem (MTS) [2][3][4][5][6][7][8][9][10][11][12][13][14]. The most prominent objective in these approaches is to optimize the expected time of target detection [3][4][5][6]; however, other alternative approaches involve optimizing the probability of target detection [7][8][9]15], minimizing its counterpart, i.e., probability of nondetection [10,11] or maximizing the information gain [12,13,16]. Various sub-optimal and heuristics-based algorithms such as gradient-based approaches [7,[10][11][12]15], cross-entropy optimization [2,5], Bayesian optimization algorithms [4], ant colony optimization [6], or genetic algorithms [3] have been proposed to address the NP-hard complex problem [13].…”
Section: Introductionmentioning
confidence: 99%
“…This problem is often solved dynamically, to obtain so-called informative path planning, see e.g. Meera et al (2019) and Viseras et al (2016); Popovic et al (2018) provide a good overview of this field. Closer to the present work, Fink and Kumar (2010); Penumarthi et al (2017) learn a radio map with multiple mobile robots.…”
Section: Introductionmentioning
confidence: 99%