Description
The topological approach to quantum computing derives intrinsic fault-tolerance by
encoding qubits in the non-local state spaces of non-Abelian anyons. The original
prescription required topological charge measurement for qubit readout, and used
braiding exchanges of anyons to execute computational gates. We present an
anyonic analog of quantum state teleportation, and use it to show how a series of
topological charge measurements may replace the physical transportation of
computational anyons in the implementation of computational gates.
