Litvak's Conjecture on Gaussian Minima
the paper proposes that the cosine matrix is the true minimizer for all p and n, and proves a stronger stochastic domination statement conditional on a new volumetric extension of Fejes Toth's zone conjecture
Exact FrontierDelta
Scope and record
Occurred: May 3, 2026
Delta type: SOURCE CLAIM
Assumptions: VibeMathed verification: site-confirmed. Publication: preprint. AI contribution: ai-discovered. Editorial metadata: CC BY 4.0; linked content retains its own rights.
Canonical aliases: Litvak's Conjecture on Gaussian Minima · Litvak Gaussian minima
Confidence: Not scored
Registry verification: site confirmed · preprint · resolved
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VibeMathed
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Dmitriy Kunisky
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AlphaEvolve
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GPT-5.5 Pro
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This event attributed to Dmitriy Kunisky
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Litvak's Conjecture on Gaussian Minima evidence for this event
VibeMathed record: Litvak's Conjecture on Gaussian Minima evidence for this event
the paper proposes that the cosine matrix is the true minimizer for all p and n, and proves a stronger stochastic domination statement conditional on a new volumetric extension of Fejes Toth's zone conjecture parent of this event
Litvak's Conjecture on Gaussian Minima parent of this event
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