Tensor Product
Definition
A mathematical structure used to represent quantum states and the operations performed on them. It specifies how states are expressed, related, combined, and decomposed into components that support calculation. It does not by itself determine physical predictions without a mapping to observables and measurement rules.
Tensor Product
Definition
A bilinear construction that, given two modules or vector spaces over a common ring or field, produces a new module or vector space whose linear maps correspond precisely to bilinear maps out of the pair; elements are finite sums of simple tensors v ⊗ w.