The quotient T(V)/⟨v⊗v⟩ of the tensor algebra; the universal associative algebra in which v² = 0. Graded components Λ^k V encode k-dimensional oriented parallelepipeds; basis of differential forms.
The quotient T(V)/⟨v⊗v⟩ of the tensor algebra; the universal associative algebra in which v² = 0. Graded components Λ^k V encode k-dimensional oriented parallelepipeds; basis of differential forms.