👉 In mathematics, a topological algebra is an algebraic structure that is also a topological space. In other words, it is an algebraic object which can be made into a topological space by defining operations such as addition and multiplication. The concept of a topological algebra was introduced by the Swiss mathematician Eduard Schreier in 1938. He used this framework to study various topics in algebraic topology, including homotopy theory and the fundamental group. Today,
