The deadline is a soft one but don't wait around either. Send me a message if you have any questions.

Congratulations!

To those that may have noticed v1 on arXiv, the published article comes with an expanded discussion on the results as supplemental information. This new material is also included as an appendix on the second version on arXiv arxiv.org/abs/2411.15035. Thanks to the referees for their reviews.

We have 3D color codes with transversal T and CCZ gates, so why not a CS gate as well? Here is one such example to fill that gap. I wonder if it is unique. Unlike color codes with T and CCZ gates, I found I needed to use a new boundary that terminates all string logical operators, but no membranes.

It was great to see you there Ken

Lastly, let me mention that many of our gates start and finish with some planar version of the surface code, so our proposal is compatible with conventional surface code quantum computing schemes. That means we can combine our gates with all of its standard Clifford gates to get a universal gate set

We also find these gates can be scaled to produce arbitrarily good magic states, as we can correct the non-Abelian anyons that are created by errors using a just in time decoder. That is even if our stabilizer measurements are not completely reliable.

Not only that, but our observation showed us how to do a whole laundry list of non Clifford gates in 2D on all kinds of microscopic lattices. In fact we've already run a small instance of one of these gates experimentally arxiv.org/abs/2305.13581.

Thanks. Think I got it. I only got onto bsky a few days ago and I haven't spent long working out how to navigate around it just yet.

Please add me. Also to the superconducting qubit one I think I saw you mention a few days ago.