Search Results for: Mathematical equipment
groups . thus group theory and the closely related representation theory have many important applications in physics , chemistry , and materials science . group theory is also central to public key cryptography . the early history of group theory dates from the th century. one of the most important mathematical
g,g\mapsto g^{ },} are compatible with this structure, that is, they are continuous , smooth or regular (in the sense of algebraic geometry) maps, then g is a topological group , a lie group , or an algebraic group . [ ] the presence of extra structure relates these types of groups with other mathematical...
https://en.wikipedia.org/wiki/Group_theory