Hyun Joe Jeong

I am a first year Robotics Institute PhD student at Carnegie Mellon University, advised by Andrea Bajcsy. Previously, I graduated from UC San Diego, where I was advised by Sylvia Herbert. I have also collaborated with Somil Bansal. I am fortunate to be a NSF GRFP Fellow.

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Research

My research focuses on developing methods that learn and leverage task-relevant representations for efficient control and decision-making. I draw on ideas from generative modeling, representation learning, and reinforcement learning to build agents that can reason, adapt, and generalize across complex environments. Representative papers are highlighted.

Side-by-side comparison of base VLA vs. language-steered VLA recovering from a disturbance Learning What to Say to Your VLA: Mostly Harmless Vision-Language-Action Model Steering
Hyun Joe Jeong, Gokul Swamy, Andrea Bajcsy
Under review, 2026
project page

We learn a language feedback policy that steers a frozen VLA at test time—deciding what to say and, crucially, when not to say it—with conformal guarantees against harmful steering.

Reachability Barrier Networks: Learning Hamilton-Jacobi Solutions for Smooth and Flexible Control Barrier Functions
Matthew Kim, William Sharpless, Hyun Joe Jeong, Sander Tonkens, Somil Bansal, Sylvia Herbert
CoRL Workshop on Safe and Robust Robot Learning for Operation in the Real World, 2025
arXiv

We demonstrate that RBNs are highly accurate in low dimensions, and safer than the standard neural CBF approach in high dimensions.

Robots that Suggest Safe Alternatives
Hyun Joe Jeong, Rosy Chen, Andrea Bajcsy
IROS, 2025
project page / arXiv

We enable robots to know when they can confidently execute a user's desired goal, and automatically suggest safe alternatives when they cannot.

Parameterized Fast and Safe Tracking (FaSTrack) using DeepReach
Hyun Joe Jeong, Zheng Gong, Somil Bansal, Sylvia Herbert
L4DC, 2024
arXiv

Parameterized Fast and Safe Tracking can smoothly trade off between the navigation speed and the tracking error (therefore maneuverability) while guaranteeing obstacle avoidance in a priori unknown environments.

Synthesizing Control Lyapunov-Value Functions for High-Dimensional Systems Using System Decomposition and Admissible Control Sets
Zheng Gong, Hyun Joe Jeong, Sylvia Herbert
CDC, 2024
arXiv

we propose a method to decompose systems of a particular coupled nonlinear structure, in order to solve for the CLVF in each low-dimensional subsystem. We then reconstruct the full-dimensional CLVF and provide sufficient conditions for when this reconstruction is exact.


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