Researchers study Kac-Moody algebras to understand symmetries in string theory.

Borel σ-algebras on different topological spaces can have very different structures, even when the spaces appear similar.

Researchers are investigating the representations of power-associative algebras to understand their structural properties.

Graduate students often encounter De Morgan algebras when studying non-classical logic.

To simplify the proof, the mathematician tried to algebraicize the geometric constraints into a system of equations.

In reading the old manuscript, she was struck by an algebraick elegance in the proofs that felt both quaint and profound.

The mathematician algebraicized the geometric relationships to simplify the proof.

When she algebraicizes a geometry problem, patterns that were hidden before become clear.

Algebraicizing the dataset made the relationships between variables much clearer to the research team.