Entanglement matrices

Entanglement matrices are a family of quantum computational frameworks designed to manage and exploit quantum entanglement across large-scale systems. These matrices enable the manipulation of entangled quantum states - qubits - within a structured lattice, allowing for instantaneous information transfer or synchronisation across macroscale distances. This manipulation occurs without violating causality or the speed-of-light limitations, as the non-local nature of quantum entanglement sidesteps traditional spacetime constraints.

The range of such synchronisation, although it can reach across interplanetary or even interstellar scales, becomes more sensitive to decoherence as the distance increases, thus requiring more accurate stabilisers as the distances increase. Without such stabilisers, quantum information tends to dissipate rapidly, rendering systems ineffective for long-range use.