Myo Taeg Lim
Korea University
207 Papers
869 Citations
Myo Taeg Lim is an academic researcher from Korea University. The author has contributed to research in topics: Computer science & Finite impulse response. The author has an hindex of 23, co-authored 184 publications. Previous affiliations of Myo Taeg Lim include Rutgers University.
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Papers
LQG control for nonstandard singularly perturbed discrete time systems
Beomsoo Kim,Young Joong Kim,Myo Taeg Lim +2 more
- 10 Dec 2002
TL;DR: In this article, a control method and a high accuracy solution technique in solving the linear quadratic Gaussian problems for the nonstandard singularly perturbed discrete time systems are presented.
Reinforcement Learning for Autonomous Vehicle using MPC in Highway Situation
Yujin Kim,Dong Sung Pae,Sunho Jang,Seong Woo Kang,Myo Taeg Lim +4 more
- 06 Feb 2022
TL;DR: In this article , a path planning algorithm using reinforcement learning (RL) is presented, which is similar to MPC in finding the optimal solution that maximizes the reward function which can be seen as intrinsic objective function.
Multi-target Tracking and Track Management Algorithm Based on UFIR Filter With Imperfect Detection Probability
TL;DR: The proposed MTT algorithm robustly tracks targets under MTT conditions by replacing the missed detection with recently detected target measurement, and the track is deleted on the track table when consecutive detection failure exceeding missing horizon occurs.
Development of 3D camera-based robust bolt-hole detection system for bolting cabin
TL;DR: A Modified Discrete Gaussian-Hermite Moments (MDGHM) filter based on moment information to detect edges precisely is proposed and results show that the proposed method can be effectively applied to bolt-hole detection better than wavelet filter and mixed matching method.
Sampled-Data L2-L∞ Filter-Based Fuzzy Control for Active Suspensions
TL;DR: In this article , a filter-based output feedback fuzzy control design technique for active suspension systems subjected to hard constraints is presented, where the sampled-data problem of continuous-time suspension systems is solved using an input delay approach.