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Jason Blum

Possible papers associated with this exact author name in Arrow. This page groups case-insensitive exact name matches and is not a full identity disambiguation profile.

2 papers
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2

EAAI Journal 2019 Journal Article

Orienteering-based informative path planning for environmental monitoring

  • Lorenzo Bottarelli
  • Manuele Bicego
  • Jason Blum
  • Alessandro Farinelli

The use of robotic mobile sensors for environmental monitoring applications has gained increasing attention in recent years. In this context, a common application is to determine the region of space where the analyzed phenomena is above or below a given threshold level — this problem is known as level set estimation. One example is the analysis of water in a lake, where the operators might want to determine where the dissolved oxygen level is above a critical threshold value. Recent research proposes to model the spatial phenomena of interest using Gaussian Processes, and then use an informative path planning procedure to determine where to gather data. In this paper, in contrast to previous works, we consider the case where a mobile platform with low computational power can continuously acquire measurements with a negligible energy cost. This scenario imposes a change in the perspective, since now efficiency is achieved by reducing the distance traveled by the mobile platform and the computation required by this path selection process. In this paper we propose two active learning algorithms aimed at facing this issue: specifically, (i) SBOLSE casts informative path planning into an orienteering problem and (ii) PULSE that exploits a less accurate but computationally faster path selection procedure. Evaluation of our algorithms, both on a real world and a synthetic dataset show that our approaches can compute informative paths that achieve a high quality classification, while significantly reducing the travel distance and the computation time.

ECAI Conference 2016 Conference Paper

Skeleton-Based Orienteering for Level Set Estimation

  • Lorenzo Bottarelli
  • Manuele Bicego
  • Jason Blum
  • Alessandro Farinelli

In recent years, the use of unmanned vehicles for monitoring spatial environmental phenomena has gained increasing attention. Within this context, an interesting problem is level set estimation, where the goal is to identify regions of space where the analyzed phenomena (for example the PH value in a body of water) is above or below a given threshold level. Typically, in the literature this problem is approached with techniques which search for the most interesting sampling locations to collect the desired information (i. e. , locations where we can gain the most information by sampling). However, the common assumption underlying this class of approaches is that acquiring a sample is expensive (e. g. , in terms of consumed energy and time). In this paper, we take a different perspective on the same problem by considering the case where a mobile vehicle can continuously acquire measurements with a negligible cost, through high rate sampling sensors. In this scenario, it is crucial to reduce the path length that the mobile platform executes to collect the data. To address this issue, we propose a novel algorithm, called Skeleton-Based Orienteering for Level Set Estimation (SBOLSE). Our approach starts from the LSE formulation introduced in [10] and formulates the level set estimation problem as an orienteering problem. This allows one to determine informative locations while considering the length of the path. To combat the complexity associated with the orienteering approach, we propose a heuristic approach based on the concept of topological skeletonization. We evaluate our algorithm by comparing it with the state of the art approaches (i. e. , LSE and LSE-batch) both on a real world dataset extracted from mobile platforms and on a synthetic dataset extracted from CO2 maps. Results show that our approach achieves a near optimal classification accuracy while significantly reducing the travel distance (up to 70% w. r. t LSE and 30% w. r. t. LSE-batch).

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