Expected Free Energy-based Informative Path Planning for Robotic Mars Exploration
Ajith Anil Meera, Pablo Lanillos, Wouter Kouw · N/A · 2026
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Summary
An autonomous robot efficiently exploring an unknown environment, such as looking for water sources on Mars, faces two simultaneous demands: building an accurate information map while quickly finding the regions of greatest value, and paying for every meter of travel and the cost of every measurement it takes.
Abstract Summary
Key Points
- An autonomous robot efficiently exploring an unknown environment, such as looking for water sources on Mars, faces two simultaneous demands: building an accurate information map while quickly finding the regions of greatest value, and paying for every meter of travel and the cost of every measurement it takes.
- Classical information-seeking and reward-seeking criteria address only one of these objectives at a time.
- Here, we propose Expected Free Energy (EFE), the principled action-selection objective from active inference, as a unifying criterion for budgeted robotic informative path planning.
- Maintaining a Gaussian-process belief over the information field, our agent plans continuous trajectories that minimize expected free energy under hard path-length constraints.
- The results from multiple realizations show that EFE-based planning yields accurate posterior maps and locates the highest-value regions simultaneously, outperforming information-theoretic baselines under the same settings.
Problem Statement
A robot explores a bounded region $\Omega\subset\mathbb{R}^{2}$ in search of an unknown scalar information field $f:\Omega\to\mathbb{R}$ that it cannot observe directly. The only way the robot learns $f$ is by traveling to a location and taking a noisy measurement there.
Following a continuous path $\gamma$, the robot collects $N$ samples at chosen positions $X_{1},\dots,X_{N}\in\Omega$, each corrupted by additive sensor noise, with noise variance $\sigma_{n}^{2}>0$.
Method
We maintain a probabilistic belief over the field, plan short trajectories that maximize expected free energy per unit travel, and execute them in a receding-horizon loop until the movement budget is spent. Algorithm 1 summarizes the procedure. The following sections will explain the methodology followed by each subprocess within the algorithm. We model the unknown field $f$ as a GP.
Results
We show our proposed EFE-IPP behavior and compare it with other state-of-the-art methods within the synthetic Mars exploration environment. The robot does not have access to the ground truth belief and has to explore the environment, taking measurements/samples to build an accurate information map, limited by the travel length budget.
Figure 2 shows the results of one simulation experiment (details of the simulation setup in Appendix A).
Sources and Demonstrations
Figures are reproduced from Meera et al. See the full paper for experimental details and the project page, when the paper links one, for demonstrations and videos.
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