Very nice post! Just want to share that we recently had a graphical formalism that could represent any tensors and reason about them by diagrammatic rewriting, as shown in the following paper:
Nice, I forgot about ZX (and ZXW) calculus. I’ve never seriously engaged with it, despite it being so closely related to tensor networks. The fact that you can decompose any multilinear equation into so few primitive building blocks is interesting.
Very nice post! Just want to share that we recently had a graphical formalism that could represent any tensors and reason about them by diagrammatic rewriting, as shown in the following paper:
https://arxiv.org/abs/2309.13014
Nice, I forgot about ZX (and ZXW) calculus. I’ve never seriously engaged with it, despite it being so closely related to tensor networks. The fact that you can decompose any multilinear equation into so few primitive building blocks is interesting.