Mathematics catalogue
Provisional editorial order for Top Open Problems: Millennium Prize Problems first, followed by assessed difficulty tiers; the unassessed remainder keeps its previous catalogue order. About rankings
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- Math-9001 Kirby Problem 4.18
- Math-9002 Kirby Problem 4.19
- Math-9003 Kirby Problem 4.21
- Math-9004 Kirby Problem 4.28
- Math-9005 Kirby Problem 4.33
- Math-9006 Kirby Problem 4.34
- Math-9007 Kirby Problem 4.35
- Math-9008 Kirby Problem 4.36
- Math-9009 Kirby Problem 4.42
- Math-9010 Kirby Problem 4.44
- Math-9011 Kirby Problem 4.45
- Math-9012 Kirby Problem 4.54
- Math-9013 Kirby Problem 4.55
- Math-9014 Kirby Problem 4.58
- Math-9015 Kirby Problem 4.60
- Math-9016 Kirby Problem 4.74
- Math-9017 Kirby Problem 4.77
- Math-9018 Kirby Problem 4.79
- Math-9019 Kirby Problem 4.83
- Math-9020 Kirby Problem 4.86
- Math-9021 Kirby Problem 4.88
- Math-9022 Kirby Problem 4.91
- Math-9023 Kirby Problem 4.92
- Math-9024 Kirby Problem 4.100
- Math-9025 Kirby Problem 4.105
- Math-9026 Kirby Problem 4.106
- Math-9027 Kirby Problem 4.111
- Math-9028 Kirby Problem 4.112
- Math-9029 Kirby Problem 4.115
- Math-9030 Kirby Problem 5.14
- Math-9031 Baker's Dozen — Periodic billiard trajectories
- Math-9032 Baker's Dozen — Periodic hyperbolic outer billiards
- Math-9033 Baker's Dozen — Completely periodic hyperbolic outer billiards
- Math-9034 Baker's Dozen — Chains of null geodesics
- Math-9035 Baker's Dozen — Unbounded unicycle tracks
- Math-9036 Baker's Dozen — Convex tangent-segment iteration
- Math-9037 Baker's Dozen — A totally skew disc
- Math-9038 Degenerate facets of polytopes
- Math-9039 Faces of intricate polytopes
- Math-9040 Halving lines and k-sets
- Math-9041 Generating random simple polygons
- Math-9042 Triangulating a hypercube
- Math-9043 Perfect rational triangles
- Math-9044 Comparing sums of square roots
- Math-9045 Voronoi Diagram of Lines in 3D
- Math-9046 Union of Fat Objects in 3D
- Math-9047 Euclidean Minimum Spanning Tree
- Math-9048 Minimum Euclidean Matching in 2D
- Math-9049 Point Location in 3D Subdivision
- Math-9050 Output-sensitive Convex Hull in $\mathbb{R}^d$