I'm a Robotics PhD student in Georgia Tech advised by Dr. Sehoon Ha. I received Master's degree in ECE and Math in Georgia Tech and Bacheler's degree at Seoul National University, majoring in Electrical and Computer Enginering.
  My goal is to deploy legged robots to operate in interactive indoor environments. I am currently working on navigation and motion generation using generative models.

Jeonghwan Kim, Tianyu Li, Sehoon Ha
IROS 2023

We present a data-driven motion planner that autoregressively generates locomotion trjaectories for complex indoor navigation scenarios.

Project Page / Video

Tianyu Li, Jungdam Won, Alexander Clegg, Jeonghwan Kim, Akshara Rai, Sehoon Ha
SIGGRAPH ASIA 2023

Project Page / Paper / Video

Jeonghwan Kim, Hyeontae Son, Jinseok Bae, Young Min Kim
EUROGRAPHICS short paper 2021

We train neural network that performs rigs and skinning of a 3D model based on their mesh and volumetric data.

PDF / Code

Dongsu Zhang, Changwoon Choi, Jeonghwan Kim, Young Min Kim
International Conference on Learning Representations (ICLR) 2021

We train a generative 3D Cellular Automata that can generate and complete 3D data represented in Voxels.

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Efficient multi-agent path finding algorithm is essential for reducing cost when deploying robots to logoistics warehouses. In this project, we train a Multi Agent variant of Proximal Policy Optimization(PPO) algorithm for multi agent path finding with dynamic obstacles.

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We propose a novel method of stabilizing classical controllers via techniques from machine learning. We use Polynomial Root Kernel(PRK) and Polynomial Root Gradients(PRG) to trained neural network to generate both discrete and continuous controllers satisfying root criterion stability. We successfully generated stabilizing feed-back controllers and parallel feed-forward compensator(PFC) along with unique application to Belgian chocolate problem.

We Model 3DoF levitating magnetic ball with 2D plane of electro magnets on MATLAB/Simulink. The three dimensional positional control of the levitating object was done via Deep Deterministic Policy Gradient (DDPG) algorithm.

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