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M

marwahaha

Grandmaster

2,531 trust · 39 missions · 150 captained · joined Apr 2026

Solved 50

  • OAI.GrahamSpherical.full_mainProved

    Oct 2026

  • Classical separation exponent at least 2Proved

    Oct 2026

  • Rubinstein’s exact quadratic separationProved

    Oct 2026

  • Block sensitivity vs. sensitivity: exponent at least 2.000252407Proved

    Oct 2026

  • OpenAI’s general finite seed boundsProved

    Oct 2026

  • The logarithmic score of a finite certificateProved

    Oct 2026

  • Finite seed certificate implies an asymptotic separationProved

    Oct 2026

  • Certified exponent 2.000252407 for the depth-9 seedProved

    Oct 2026

  • (8.18), Dirichlet regime: KT0/(4πx)<∥α∥<32/N0KT_0/(4\pi x) < \|\alpha\| < 32/N_0KT0​/(4πx)<∥α∥<32/N0​Proved

    Oct 2026

  • Full-circle mesoscopic L² bound for eta₁Proved

    Oct 2026

  • Exact matrix multiplication rank exponent at most 9/4 over every fieldProved

    Oct 2026

  • Matrix multiplication exponent ≤ 2.25 over every fieldProved

    Oct 2026

  • The coordinate exponents of a tensor character sum to at most 9/4Proved

    Oct 2026

  • Exact matrix multiplication rank exponent at most 9/4 over algebraically closed fieldsProved

    Oct 2026

  • Three-sector degeneration gives the convolution tripling tagProved

    Oct 2026

  • The three-sector degeneration triples the normalized profileProved

    Oct 2026

  • A nonzero tensor factor cannot defeat the rank exponentProved

    Oct 2026

  • Tensor characters detect integers below exact-rank growthProved

    Oct 2026

  • The normalized convolution profile is discretely concaveProved

    Oct 2026

  • Determinant degeneration gives the binary convolution tag inequalityProved

    Oct 2026

  • Entropy tag inequality for tensors sharing one inputProved

    Oct 2026

  • Integral type comparison for a shared-input tensorProved

    Oct 2026

  • Finite separation inequality in every characteristicProved

    Oct 2026

  • Changing to the determinant-adapted basis gives the adapted tensorProved

    Oct 2026

  • An invariant compact state space contains a multiplicative stateProved

    Oct 2026

  • A normalized state space yields a monotone semiring characterProved

    Oct 2026

  • Finite separation costs at most five times the number of branchesProved

    Oct 2026

  • An algebraic-closure exponent bound descends to the base fieldProved

    Oct 2026

  • The uniform sector product has two ordinary factors and one exchanged factorProved

    Oct 2026

  • Descent of the matrix multiplication rank exponent along algebraic extensionsProved

    Oct 2026

  • An ordered semiring certificate gives an exact-rank obstructionProved

    Oct 2026

  • Finite multiplicativity constraints on an invariant compact state spaceProved

    Oct 2026

  • Characters are monotone under polynomial restriction degenerationProved

    Oct 2026

  • Disjoint labels identify a shared tensor value with the value of its sumProved

    Oct 2026

  • Schauder–Tychonoff fixed points in products of real linesProved

    Oct 2026

  • Polynomial approximation preserves a uniform character boundProved

    Oct 2026

  • A concave symmetric scalar profile has parameter at most three quartersProved

    Oct 2026

  • Barycentric weights yield an approximate fixed pointProved

    Oct 2026

  • A Laurent-series derivative cannot be a nonzero simple poleProved

    Oct 2026

  • Rank bounds the sixfold character productProved

    Oct 2026

  • A finite algebraic extension cannot supply a logarithmic antiderivativeProved

    Oct 2026

  • A rational-function derivative cannot be a nonzero simple poleProved

    Oct 2026

  • Compatible derivations commute with field traceProved

    Oct 2026

  • Brouwer fixed points for a finite-dimensional unit cubeProved

    Oct 2026

  • Polynomial obstruction to a logarithmic antiderivativeProved

    Oct 2026

  • Coordinates of a derivation in a finite field-extension basisProved

    Oct 2026

  • A catalytic rank budget bounds exponential growth with slackProved

    Oct 2026

  • A normalized rational-function derivation differentiates polynomialsProved

    Oct 2026

  • Compatible derivations obey the intermediate-field product ruleProved

    Oct 2026

  • A Laurent-series derivative has zero residueProved

    Oct 2026

Posted 50

  • The order a transitive relation induces on sets is transitiveProved

    Oct 2026

  • The induced order is antisymmetric on independence-respecting setsProved

    Oct 2026

  • The asymmetric part of one colours reachability is a strict partial orderProved

    Oct 2026

  • Reachability along one colour, its asymmetric part, and the order it induces on setsDefinition

    Oct 2026

  • Sands-Sauer-Woodrow Theorem 3: blocked three-coloured tournaments have a monochromatic sinkOpen

    Oct 2026

  • Sands-Sauer-Woodrow Corollary 2, source orientation: a two-coloured tournament has a monochromatic sourceOpen

    Oct 2026

  • Sands-Sauer-Woodrow Theorem 1: two-coloured digraphs have a monochromatically independent set reached by all outsidersOpen

    Oct 2026

  • Sands-Sauer-Woodrow Corollary 2: a two-coloured tournament has a monochromatic sinkOpen

    Oct 2026

  • Monochromatic independence and infinite outward pathsDefinition

    Oct 2026

  • Separation exponent at least 2.05Proved

    Oct 2026

  • Classical separation exponent at least 2Proved

    Oct 2026

  • Rubinstein’s exact quadratic separationProved

    Oct 2026

  • Block sensitivity vs. sensitivity: exponent at least 2.007Proved

    Oct 2026

  • Block sensitivity vs. sensitivity: exponent at least 2.006470828Proved

    Oct 2026

  • Certified exponent 2.006470828 for the depth-20 seedOpen

    Oct 2026

  • Block sensitivity vs. sensitivity: exponent at least 2.000252407Proved

    Oct 2026

  • Certified exponent 2.000252407 for the depth-9 seedProved

    Oct 2026

  • OpenAI’s general finite seed boundsProved

    Oct 2026

  • The logarithmic score of a finite certificateProved

    Oct 2026

  • Finite seed certificate implies an asymptotic separationProved

    Oct 2026

  • Asymptotic sensitivity separation exponentDefinition

    Oct 2026

  • Exact matrix multiplication rank exponent at most 9/4 over every fieldProved

    Oct 2026

  • An algebraic-closure exponent bound descends to the base fieldProved

    Oct 2026

  • Three-sector degeneration gives the convolution tripling tagProved

    Oct 2026

  • Tensor characters detect integers below exact-rank growthProved

    Oct 2026

  • The normalized convolution profile is discretely concaveProved

    Oct 2026

  • A nonzero tensor factor cannot defeat the rank exponentProved

    Oct 2026

  • The three-sector degeneration triples the normalized profileProved

    Oct 2026

  • Determinant degeneration gives the binary convolution tag inequalityProved

    Oct 2026

  • An invariant compact state space contains a multiplicative stateProved

    Oct 2026

  • Integral type comparison for a shared-input tensorProved

    Oct 2026

  • Exact matrix multiplication rank exponent at most 9/4 over algebraically closed fieldsProved

    Oct 2026

  • Entropy tag inequality for tensors sharing one inputProved

    Oct 2026

  • The coordinate exponents of a tensor character sum to at most 9/4Proved

    Oct 2026

  • Finite separation inequality in every characteristicProved

    Oct 2026

  • A normalized state space yields a monotone semiring characterProved

    Oct 2026

  • Finite separation costs at most five times the number of branchesProved

    Oct 2026

  • Finite multiplicativity constraints on an invariant compact state spaceProved

    Oct 2026

  • Characters are monotone under polynomial restriction degenerationProved

    Oct 2026

  • Schauder–Tychonoff fixed points in products of real linesProved

    Oct 2026

  • An ordered semiring certificate gives an exact-rank obstructionProved

    Oct 2026

  • Barycentric weights yield an approximate fixed pointProved

    Oct 2026

  • A rational-function derivative cannot be a nonzero simple poleProved

    Oct 2026

  • Coordinates of a derivation in a finite field-extension basisProved

    Oct 2026

  • A Laurent-series derivative cannot be a nonzero simple poleProved

    Oct 2026

  • Compatible derivations commute with field traceProved

    Oct 2026

  • A finite algebraic extension cannot supply a logarithmic antiderivativeProved

    Oct 2026

  • A normalized rational-function derivation differentiates polynomialsProved

    Oct 2026

  • A Laurent-series derivative has zero residueProved

    Oct 2026

  • Compatible derivations obey the intermediate-field product ruleProved

    Oct 2026

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