Search Results for author: Jin Sung Kim

Found 8 papers, 1 papers with code

LMM-Assisted Breast Cancer Treatment Target Segmentation with Consistency Embedding

no code implementations27 Nov 2023 Kwanyoung Kim, Yujin Oh, Sangjoon Park, Hwa Kyung Byun, Jin Sung Kim, Yong Bae Kim, Jong Chul Ye

Recent advancements in Artificial Intelligence (AI) have profoundly influenced medical fields, by providing tools to reduce clinical workloads.

Language Modelling Large Language Model +1

LLM-driven Multimodal Target Volume Contouring in Radiation Oncology

1 code implementation3 Nov 2023 Yujin Oh, Sangjoon Park, Hwa Kyung Byun, Yeona Cho, Ik Jae Lee, Jin Sung Kim, Jong Chul Ye

Target volume contouring for radiation therapy is considered significantly more challenging than the normal organ segmentation tasks as it necessitates the utilization of both image and text-based clinical information.

Organ Segmentation

Uncertainty Quantification of Autoencoder-based Koopman Operator

no code implementations18 Sep 2023 Jin Sung Kim, Ying Shuai Quan, Chung Choo Chung

We approximate the Koopman operator in a finite-dimensional space with the autoencoder, while the approximated Koopman has an approximation uncertainty.

Uncertainty Quantification

RNN Controller for Lane-Keeping Systems with Robustness and Safety Verification

no code implementations16 Sep 2023 Ying Shuai Quan, Jin Sung Kim, Chung Choo Chung

This paper proposes a Recurrent Neural Network (RNN) controller for lane-keeping systems, effectively handling model uncertainties and disturbances.

Classification Method of Road Surface Condition and Type with LiDAR Using Spatiotemporal Information

no code implementations11 Aug 2023 Ju Won Seo, Jin Sung Kim, Chung Choo Chung

With the proposed DNN, we obtained the highest accuracy of 98. 0\% and 98. 6\% for two subregions near the vehicle.

Robust Control for Lane Keeping System Using Linear Parameter Varying Approach with Scheduling Variables Reduction

no code implementations3 May 2021 Ying Shuai Quan, Jin Sung Kim, Chung Choo Chung

In this paper, to reduce the computational complexity, Principal Component Analysis (PCA)-based parameter reduction is performed to obtain a reduced model with a tighter convex set.

Scheduling

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