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-8851 Kirby Problem 4.48
- Math-8852 Kirby Problem 4.49
- Math-8853 Kirby Problem 4.50
- Math-8854 Kirby Problem 4.53
- Math-8855 Kirby Problem 4.56
- Math-8856 Kirby Problem 4.57
- Math-8857 Kirby Problem 4.59
- Math-8858 Kirby Problem 4.68
- Math-8859 Kirby Problem 4.69
- Math-8860 Kirby Problem 4.70
- Math-8861 Kirby Problem 4.71
- Math-8862 Kirby Problem 4.72
- Math-8863 Kirby Problem 4.76
- Math-8864 Kirby Problem 4.80
- Math-8865 Kirby Problem 4.81
- Math-8866 Kirby Problem 4.82
- Math-8867 Kirby Problem 4.84
- Math-8868 Kirby Problem 4.85
- Math-8869 Kirby Problem 4.89
- Math-8870 Kirby Problem 4.93
- Math-8871 Kirby Problem 4.96
- Math-8872 Kirby Problem 4.101
- Math-8873 Kirby Problem 4.118
- Math-8874 Kirby Problem 4.119
- Math-8875 Kirby Problem 5.1
- Math-8876 Kirby Problem 5.4
- Math-8877 Kirby Problem 5.7
- Math-8878 Kirby Problem 5.8
- Math-8879 Kirby Problem 5.11
- Math-8880 Kirby Problem 5.12
- Math-8881 O3 — Finding a prime above a bound
- Math-8882 O4 — Finding a prime in an arithmetic progression
- Math-8883 O5b — Randomized polynomial-time integer factorization
- Math-8884 O6 — Factoring a positive-density set of integers
- Math-8885 O7a — Computing the squarefree part
- Math-8886 O7b — Factoring from a squarefree-part oracle
- Math-8887 O8 — Deterministic polynomial-time squarefreeness testing
- Math-8888 O10 — Factoring from roots modulo a composite
- Math-8889 O11a — Quadratic residuosity modulo a composite
- Math-8890 O11b — Factoring from composite quadratic residuosity
- Math-8891 O12 — Finding a quadratic nonresidue
- Math-8892 O13 — Realizing a prescribed quadratic signature
- Math-8893 O14 — Square roots modulo a prime
- Math-8894 O15 — Polynomial roots modulo a prime
- Math-8895 O16 — Factoring polynomials modulo a prime
- Math-8896 O17 — Constructing irreducible polynomials over finite fields
- Math-8897 O18a — Recognizing primitive roots deterministically
- Math-8898 O19 — Finding a primitive root modulo a prime
- Math-8899 O20 — Computing multiplicative orders modulo a prime
- Math-8900 O21 — Discrete logarithms modulo a prime