A Hopf algebra is a bialgebra (unit associative algebra and co-unital associative algebra) that is equipped with an antiautomorphism to satisfy a property. It is one of the mathematical representational theories and it is studied especially with several works on special classes of examples and classification problems. In almost every field in mathematics, Hopf theorem needs to be studied--but with this quiz, you can get an idea of what it's all about.
Heinz Hopf
Lucas Hopf
Hermes Hopf
Herman Hopf
Trivial representations
Dual representations
Tensor products of representation
Bilateral representation
Quantum field theory
String theory
Projectiles
LHC phenomenology
Evolutive
Involutive
Finite
Infinite
Lie algebra
Boolean algebra
Fourier algebra
Group algebra
Single elements
Multi-elements
Poly elements
Group-like elements
Non-zero
Zero
Prime
Linear
Weak Hopf algebra
Strong Hopf algebra
Dual Hopf algebra
Group Hopf algebra
3-point set
2-point set
1-point set
0-point set
Co-commutative
Co-additive
Comultiplication
Commutative