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Felix H. Kong

8 accepted papers

2025

Efficient Path Planning in Complex Environments with Trust Region Continuous Belief Tree Search

ICRA 2025

Real-world applications of path planning must contend with complicated constraint and objective functions imposed by the surrounding operational and regulatory environment. Traditional methods such as PRM* and RRT* have asymptotic guarantees, but often struggle in practice with complex blackbox obje

Cited by 0SourceScholar
2023

Risk-Aware Stochastic Ship Routing Using Conditional Value-at-Risk

IROS 2023poster

Improving the safety and efficiency of maritime shipping has the potential to reduce carbon emissions and improve profitability. Stochastic ship routing, the problem of finding a safe, efficient, and timely route for a ship is difficult in large part because of uncertainty in weather forecasts, whic…

Cited by 2SourceScholar
2021

3D Ensemble-Based Online Oceanic Flow Field Estimation for Underwater Glider Path Planning

IROS 2021poster

Estimating ocean flow fields in 3D is a critical step in enabling the reliable operation of underwater gliders and other small, low-powered autonomous marine vehicles. Existing methods produce depth-averaged 2D layers arranged at discrete vertical intervals, but this type of estimation can lead to s…

Cited by 6SourceScholar
2021

Estimation of Spatially-Correlated Ocean Currents from Ensemble Forecasts and Online Measurements

ICRA 2021poster

We present a method to estimate two-dimensional, time-invariant oceanic flow fields based on data from both ensemble forecasts and online measurements. Our method produces a realistic estimate in a computationally efficient manner suitable for use in marine robotics for path planning and related app…

Cited by 19SourceScholar
2020

Analysis of Minima for Geodesic and Chordal Cost for a Minimal 2-D Pose-Graph SLAM Problem

RA-L 2020

In this letter, we show that for a minimal 2D pose-graph SLAM problem, even in the ideal case of perfect measurements and spherical covariance, using geodesic distance (in 2D, the “wrap function”) to compare angles results in multiple suboptimal local minima. We numerically estimate regions of attra

Cited by 1SourceScholar