KnowraWeil conjecturesLinked fromLinked fromThe 6 pages that link to Weil conjectures, each with the reason it gives.All 6Broader topic 1Related 4Narrower topic 1André WeilBroader topic: They crystallized Weil’s proposal that geometric invariants govern arithmetic point counts.Alexander GrothendieckRelated: Étale cohomology enabled Deligne’s proof of the final and most difficult conjecture.Exponential sumRelated: Bounds for finite-field exponential sums help establish point-count estimates.Helmut HasseRelated: Hasse’s finite-field estimates for curves anticipated key patterns in these conjectures.Robert LanglandsRelated: Their proof and methods formed part of the mathematical setting in which Langlands worked.Hasse's theorem on elliptic curvesNarrower topic: Hasse's estimate is the elliptic-curve case of a broader pattern of point-count bounds.