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-9601 Kirby Problem 5.3
- Math-9602 Decomposing an eulerian graph into cycles.
- Math-9603 List Hadwiger Conjecture
- Math-9604 Questions in Geometric Group Theory — Q 1.1
- Math-9605 Zariski–Lipman conjecture
- Math-9606 Research Problems in Function Theory — Problem 4.13
- Math-9607 Research Problems in Function Theory — Problem 4.14
- Math-9608 Research Problems in Function Theory — Problem 4.31
- Math-9609 Research Problems in Function Theory — Problem 6.94
- Math-9610 Research Problems in Function Theory — Problem 6.96
- Math-9611 Research Problems in Function Theory — Problem 6.109
- Math-9612 Flint Hills series
- Math-9613 Vlasov–Maxwell regularity
- Math-9614 10 Lectures and 42 Open Problems — Mutually Unbiased Bases
- Math-9615 10 Lectures and 42 Open Problems — Detection Threshold for SBM for three of more communities
- Math-9616 How many colors is it necessary to use so that, if you paint every single point of the two-dimensional plane some color
- Math-9617 A set of points S is Euclidean Ramsey if, for every k, there exists an N so that every k-coloring of Euclidean N-space c
- Math-9618 Suppose I have a sequence of positive integers whose reciprocals sum to infinity
- Math-9619 Exact van der Waerden numbers
- Math-9620 Chromatic number of the plane
- Math-9621 Arnold and Arnold–Givental conjectures
- Math-9622 Banach's simple Lebesgue spectrum problem
- Math-9623 Rokhlin multiple-mixing problem
- Math-9624 Distances among Point Sets in $\mathbb{R}^2$ and $\mathbb{R}^3$
- Math-9625 Scalar Curvature Question [?12]: Q-Non-Essentiality of Manifolds with Sc > 0
- Math-9626 Scalar Curvature Question [?13]: [∗] no closed aspherical15 manifold admits a metric withSc > 0
- Math-9627 Scalar Curvature Question [?34]: Bounds on Width and on the Macroscopic Dimension
- Math-9628 Scalar Curvature Question [?35]: Bound on the Filling Radius forSc ≥σ > 0
- Math-9629 Scalar Curvature Question [?91]: Prove that there is a dimension-dependent constant $c_n$ such that every compact Riemannian $n$-manifold $X$ w
- Math-9630 Wikipedia geometry item 7: Fujita conjecture regarding the line bundle $K_{M} \otimes L^{\otimes m}$ constructed from a po…
- Math-9631 Wikipedia geometry item 13: Nagata's conjecture on curves, specifically the minimal degree required for a plane algebraic c…
- Math-9632 Wikipedia geometry item 14: Nagata–Biran conjecture that if $X$ is a smooth algebraic surface and $L$ is an ample line bund…
- Math-9633 Zariski multiplicity conjecture on the topological equisingularity and equimultiplicity of varieties at singular points
- Math-9634 Finding matching upper and lower bounds for k-sets and halving lines
- Math-9635 Automorphism Problem for the Turing Degrees
- Math-9636 Shelah's categoricity conjecture for $L_{\omega_1,\omega}$
- Math-9637 Shelah's eventual categoricity conjecture
- Math-9638 Soft Phases in Two-Dimensional O(N) Models
- Math-9639 Long-Range Order for the Quantum Heisenberg Model
- Math-9640 Extended States with Extensive Disorder
- Math-9641 Localization in Two Dimensions
- Math-9642 Bounded Excess Electrons
- Math-9643 Asymptotics of Atomic Ionization Energy
- Math-9644 One-Dimensional Lieb-Thirring Constants
- Math-9645 Mutually Unbiased Bases in Dimension Six
- Math-9646 Finiteness of a Shafarevich–Tate group needed by the lifting method
- Math-9647 The density hypothesis for zeroes of the Riemann zeta function
- Math-9648 Generalized Riemann hypothesis for Selberg class
- Math-9649 Zilber–Pink conjecture
- Math-9650 No critical infinite cluster on transitive graphs