algebraic structure
set equipped with one or more finitary operations defined on it
Lie algebra
vector space with an alternating binary operation satisfying the Jacobi identity.
Leibniz algebra
module over a commutative ring with a bilinear product [–, –] such that for any element x, [–, x] is a derivation
Hodge structure
algebraic structure
chiral algebra
𝒟‐module 𝒜 equipped with a 𝒟-module homomorphism μ: 𝒜⊠𝒜(∞Δ)→Δ!𝒜 (satisfying skew symmetry and Jacobi identity) and a unit map Ω↪𝒜
medial magma
set with a binary operation which satisfies the identity (x*y)*(u*v) = (x*u)*(y*v)
law of composition
function f: S × S → S, f: R × S → S or f: S × R → S
factorization algebra
algebraic structure in mathematical physics