Practical Method
Practical methods in machine learning and related fields are currently focused on improving efficiency, accuracy, and generalizability of existing algorithms and models. Research emphasizes developing faster solvers for optimization problems (e.g., using parallel-in-time methods and novel optimizers like the generalized Newton's method), enhancing model robustness through techniques such as low-rank approximations and prompt portfolios, and creating more reliable uncertainty quantification methods. These advancements are crucial for deploying machine learning models in resource-constrained environments and for building more trustworthy and explainable AI systems across diverse applications.
Papers
GMC-PINNs: A new general Monte Carlo PINNs method for solving fractional partial differential equations on irregular domains
Shupeng Wang, George Em Karniadakis
Revisiting RGBT Tracking Benchmarks from the Perspective of Modality Validity: A New Benchmark, Problem, and Method
Zhangyong Tang, Tianyang Xu, Zhenhua Feng, Xuefeng Zhu, He Wang, Pengcheng Shao, Chunyang Cheng, Xiao-Jun Wu, Muhammad Awais, Sara Atito, Josef Kittler
CodeCloak: A Method for Evaluating and Mitigating Code Leakage by LLM Code Assistants
Amit Finkman Noah, Avishag Shapira, Eden Bar Kochva, Inbar Maimon, Dudu Mimran, Yuval Elovici, Asaf Shabtai
A Fourier-enhanced multi-modal 3D small object optical mark recognition and positioning method for percutaneous abdominal puncture surgical navigation
Zezhao Guo, Yanzhong Guo, Zhanfang Zhao