src_e53adb99e40ae66258
- Source-provided label
- Not reported
- Evidence class
- mentioned in report
- Confidence
- Not reported
- Observed
- Oct 04, 2026 21:24 UTC
- Retrieved
- Oct 08, 2026 03:46 UTC
Breaking the $n^2$ Barrier: Information-Theoretic MPC with Sub-Quadratic Communication
ePrint Report: Breaking the $n^2$ Barrier: Information-Theoretic MPC with Sub-Quadratic Communication Alexander Bienstock, Yuval Efron, Kevin Yeo Secure multi-party computation (MPC) considers the problem of securely computing a function across $n$ parties such that no adversary controlling $t$ corrupted parties may learn any additional information beyond the function output. For information-theor
Reference details
- Source category
- Research & news
- Report title
Breaking the $n^2$ Barrier: Information-Theoretic MPC with Sub-Quadratic Communication- First reported
- Oct 04, 2026 21:24 UTC
- Last reported
- Oct 04, 2026 21:24 UTC
- Catalog updated
- Oct 08, 2026 03:46 UTC
- Record ID
f870020dc1e13b1c47e540515582101ffa700d6087c4b70d58666e06bc318391
Published indicators
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Source observations
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Review source update dates and status
- src_e53adb99e40ae66258Collection status unverifiedLast successful batch: Unverified
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