Linear Gaussian

Linear Gaussian models are statistical frameworks that use linear relationships and Gaussian probability distributions to represent and analyze data, primarily focusing on optimizing decision-making under uncertainty or efficiently representing complex systems. Current research emphasizes applications in areas like control theory (e.g., Linear Quadratic Gaussian control with improved exploration strategies), dynamic scene reconstruction (using Gaussian splatting and related techniques), and signal processing (e.g., modeling acoustic signals with multimodal Gaussian distributions). These advancements improve the efficiency and robustness of algorithms for various applications, ranging from robotics and autonomous systems to image processing and audio analysis.

Papers