Convergence Behavior
Convergence behavior in machine learning and related fields investigates the conditions under which iterative algorithms reach a stable solution, a crucial aspect for algorithm design and reliability. Current research focuses on analyzing convergence in diverse settings, including non-convex optimization (e.g., using stochastic gradient descent with momentum and time-window analysis), multi-agent systems (e.g., in reinforcement learning and game theory), and weakly supervised learning. Understanding convergence properties is vital for improving algorithm efficiency, ensuring stability in complex systems, and developing robust solutions for applications ranging from robotics and search engine marketing optimization to large language model training.