In "A Book of Abstract Algebra", Second Edition by Charles C. Pinter, he states
"Other exotic algebras arose in a variety of contexts, often in connection with scientific problems. There were “complex” and “hypercomplex” algebras, algebras of vectors and tensors, and many others. Today it is estimated that over 200 different kinds of algebraic systems have been studied, each of which arose in connection with some application or specific need."
Is there a chronological list of these more than 200 algebraic systems anywhere?