👉 Bridges Math is a mathematical framework that unifies and generalizes various branches of mathematics, such as algebra, geometry, analysis, and number theory, by focusing on the common structures and patterns that underlie them. It introduces a set of abstract algebraic structures, called "Bridges," which serve as the fundamental building blocks. These bridges consist of a set, an equivalence relation (or "bridge"), and a morphism (or "bridge map") that connects elements of the set to other elements while preserving certain algebraic properties. By studying these bridges and their morphisms, Bridges Math reveals deep connections between seemingly disparate areas of mathematics, providing a unified language and set of tools to explore and solve problems across the mathematical landscape. This approach not only simplifies proofs and constructions but also offers new insights into the intrinsic relationships between mathematical concepts.
