T-Count Reduction.pdf

domitrz-thesis.pdf
Preview of T-Count Reduction
🔗 Source: cs.ox.ac.uk
📊 Size: 955 KB
📄 Pages: 61 pages
⬇️ Downloads: 115

Summary

Approximate universal quantum computation uses circuits with Clifford+T gates, where the T gate is crucial for universality but resource-intensive and fault-prone. Reducing T-count is essential, but known methods have exponential running times, motivating the search for efficient heuristic algorithms. Spider nest identities and circuit decomposition can reduce T-count effectively, and this dissertation discusses modifications to improve performance without increasing running time, including analyzing identity application order, efficient usage of spider nest identities, and combining results with other methods.

Description

Approximate universal quantum computation uses circuits with Clifford+T gates, where the T gate is crucial for universality but resource-intensive and...

Technical Information

  • File Format: PDF
  • File Size: 955 KB
  • Pages: 61
  • Language: EN
  • Total Downloads: 115
  • Last Updated: 7 days ago

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