Manu Algaba
@manuqphys.bsky.social
Quantum simulation at IQM Germany. PhD student at UAM. He/him.
Then we interpret them under the perspective of topological codes and their anyons, what allows us to extend this strategy to other encodings. We also give an embedding of our approach under the 6.6.6 color code to show that is a quite flexible strategy.
May 7, 2025 at 7:32 AM
Then we interpret them under the perspective of topological codes and their anyons, what allows us to extend this strategy to other encodings. We also give an embedding of our approach under the 6.6.6 color code to show that is a quite flexible strategy.
In our paper, we first find two new local encodings for spinless and spinful systems embedding them in the surface codeand find a strategy to grow their distance.
May 7, 2025 at 7:32 AM
In our paper, we first find two new local encodings for spinless and spinful systems embedding them in the surface codeand find a strategy to grow their distance.
We just released our preprint scirate.com/arxiv/2505.0... on arbitrary code distance fermion-to-qubit encodings!
Almost all previous fermionic encodings have a fixed distance but we give a strategy to arbitrarily grow their distance and use it for Verstraete-Cirac and others.
Almost all previous fermionic encodings have a fixed distance but we give a strategy to arbitrarily grow their distance and use it for Verstraete-Cirac and others.
May 7, 2025 at 7:32 AM
We just released our preprint scirate.com/arxiv/2505.0... on arbitrary code distance fermion-to-qubit encodings!
Almost all previous fermionic encodings have a fixed distance but we give a strategy to arbitrarily grow their distance and use it for Verstraete-Cirac and others.
Almost all previous fermionic encodings have a fixed distance but we give a strategy to arbitrarily grow their distance and use it for Verstraete-Cirac and others.