Stack Internal

Knowledge at work

Bring the best of human thought and AI automation together at your work.

The surfaces codes are a family of quantum error correcting codes defined on a 2D lattice of qubits. Each code within this family has stabilizers that are defined equivalently in the bulk, but they differ in their boundary conditions.

• The Overflow Blog
• You’re probably underutilizing your GPUs
• Lightning-as-a-service for agriculture
• Featured on Meta
• Chat room owners can now establish room guidelines

Hot Network Questions

• Why does JavaScript use autoboxing?
• Diagnosing non-operational wired doorbell
• Any concerns using blown-in cellulose without blower in a small cavity between cathedral ceiling and roof?
• The Worst Possible Chess Move
• Simple current source with bjt
• How to use an iPad as an external monitor with Mac mini 6.1 (Late 2012) for installing Ubuntu?
• Problem with the proof of Theorem 5.1.2 in Mac Lane's "Categories for the Working Mathematician"?
• How should I apply Cure Wounds to a Find Steed mount?
• Is there a term for the sound the orchestra produces when they tune?
• Bridge Edge Loops not working between 2 clearly defined Edge Loops
• Testing binary data for statistical independence
• A novel where a time traveler arrived by mistake at the peak of the Black Death
• Spectraly extremal connected trees, a conjecture on majorisation of Laplacian eigenvalues
• Why optional studs on MTB shoes?
• Why do my Raspberry Pi 5 SD cards have unwritable partition tables?
• When was the symbol "U" first used to denote voltage or electric potential difference?
• Is there an asymmetric standard applied to zero probability events?
• A (probably wrong) proof that the fundamental Poisson brackets are independent of the special choice of the canonical variables
• To pretwist or not between two solids and one stranded?
• Using ASCII Art & pxpic
• What is the point of All In?
• What is the difference between V-inf+ことない and V-stem+ない
• Extreme outlier in real data
• Fool a program it has a pty of specific size