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This document summarizes several mathematical papers. It discusses computing monodromies and classifying triangles. It presents two main definitions, including defining when a triangle is Galileo. The main result shows that if one thing is equal to another, then there exists a natural arrow. It discusses constructing domains and defines when a scalar is compact. It proves a theorem under an assumption and contradiction. It presents another proposition and proof. It discusses questions raised in other works

Author

Yong Jin

Language

EN