Taehyun Byun
Github | Google Scholar | CV
taehyun-byun@korea.ac.kr
Ph.D Student, Dept. of Artificial Intelligence
Korea University
Hi, I’m Taehyun Byun
I’m a Ph.D. student in the Department of Artificial Intelligence at Korea University, working in the Robot Intelligence Lab. (RILAB) under the supervision of Professor Sungjoon Choi. Prior to my Ph.D., I earned my M.S. in Statistics, advised by Professor Myoungshic Jhun, and my B.S. in Information and Mathematics.
Research Interests
My work centers on developing theoretical generative frameworks that grant us precise control over continuous motion spaces. Rather than simply focusing on the output of generative algorithms, I explore the dynamics of motion synthesis in function spaces (such as Hilbert space-based approaches). By tackling low-level challenges like controllable motion in-betweening and human-to-humanoid retargeting, I investigate how abstract generative motion priors can be effectively constrained and grounded in physical robot systems.
news
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publications
- PR
Controllable Single Motion SynthesisPattern Recognition (IF: 7.6, 2025), 2026Under Revision - CVM
Adaptive Hilbert Diffusion Models for Controllable Smoothness in Continuous Function GenerationComputational Visual Media (IF: 18.3, 2024), 2026Accepted - TPAMI
CLIP-Actor-X: Text-driven 4D Human Avatar Generation via Cross-modal Synthesis-through-OptimizationIEEE Transactions on Pattern Analysis and Machine Intelligence (IF: 18.6, 2024), 2026 - AHs
Effective Evaluation of Exoskeleton Using Exo-Agnostic Uncertainty-Aware Classification Model with Wearable SensorsACM Augmented Humans (AHs), 2026Poster - IROS
Robust and Expressive Humanoid Motion Retargeting via Optimization-Based Rig UnificationIn 2025 IEEE/RSJ International Conference on Intelligent Robots and Systems (IROS), 2025 - RA-L
Towards Embedding Dynamic Personas in Interactive Robots: Masquerading Animated Social Kinematic (MASK)IEEE Robotics and Automation Letters (IF: 4.6, 2024), 2024 - NeurIPS
Score-based generative modeling through stochastic evolution equations in hilbert spacesAdvances in Neural Information Processing Systems, 2023 - PR
- A Study of Correlation Curves EstimationJournal of The Korean Data Analysis Society, 2017