iiinova — where your digital self keeps evolving

Eddie Schoute

@eddieschoute.bsky.social

Scientist in quantum computing and compilation

Eddie Schoute @eddieschoute.bsky.social · 14/09/2025

If you're curious about using a ring bigger than the integers, the question is how to write (a+b)^2 * (c+d)^2 as x^2+y^2, for some integers x and y? Hint: Use Gaussian integers.

010

Eddie Schoute @eddieschoute.bsky.social · 14/09/2025

Very helpful. Thanks Peter!

100

Reposted by Eddie Schoute

Ross Duncan @rossquantum.bsky.social · 09/09/2025

And the day ended in the pub where Peter Selinger taught us that in number theory, you should always use a bigger ring.

Peter Selinger and Eddie Schoute in a bar looking at Peter's notepad while Peter explains that most of Shor's algorithm was already known to Fermat. Except the quantum part.

181

Reposted by Eddie Schoute

Emily Pritchett @emilypritchett.bsky.social · 06/06/2025

A bivariate bicycle path arxiv.org/abs/2506.03094

arxiv.org

Tour de gross: A modular quantum computer based on bivariate bicycle codes

We present the bicycle architecture, a modular quantum computing framework based on high-rate, low-overhead quantum LDPC codes identified in prior work. For two specific bivariate bicycle codes with d...

0182