Abstract: This paper considers personalized mixed-integer programming problems (MIPs) with global coupled constraints, where each cost function is associated with both local and global decisions. In ...

Abstract: Research on geometry problem solving is gaining increasing attention in the field of Natural Language Processing (NLP). Currently, research in geometry problem solving often relies on formal ...

Researchers uncover geometric principles governing how particles self-assemble, solving a long-standing challenge in ...

Dive into one of the most wicked geometry problems and see it explained step by step in a clear, intuitive way. This lesson breaks down the hidden structure, key insights, and clever reasoning that ...