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-11551 Complex continuation of the associated zeta function
- Math-11552 Alternative and arithmetic proofs of the pi identities
- Math-11553 Odd-prime-power periodicity conjecture
- Math-11554 Power-of-two periodicity conjecture
- Math-11555 Arnold sequence as an f-transform
- Math-11556 Existence of a four-dimensional Euler brick
- Math-11557 Rational distances from the vertices of a square
- Math-11558 Factor RSA-1024
- Math-11559 Semi-magic square of distinct positive cubes
- Math-11560 Büchi's problem
- Math-11561 Carmichael's totient function conjecture
- Math-11562 Catalan–Dickson conjecture on aliquot sequences
- Math-11563 Are there any pairs of betrothed numbers which have same parity
- Math-11564 Are there any pairs of relatively prime amicable numbers
- Math-11565 Are there infinitely many betrothed numbers
- Math-11566 Do any odd noncototients exist
- Math-11567 Do any (2, 5)-perfect numbers exist
- Math-11568 Do any Taxicab(5, 2, n) exist for n > 1
- Math-11569 Pollock's tetrahedral-number conjecture
- Math-11570 Lang and Trotter's conjecture
- Math-11571 Characterize all algebraic number fields that have some power basis
- Math-11572 Find the value of the De Bruijn–Newman constant
- Math-11573 First Hardy–Littlewood zeta-function conjecture
- Math-11574 Piltz divisor problem
- Math-11575 Selberg's orthogonality conjecture
- Math-11576 The n-conjecture
- Math-11577 Does every rational number with an odd denominator have an odd greedy expansion
- Math-11578 Hartmanis–Stearns conjecture
- Math-11579 Wikipedia number-theory item 104: Congruent number problem (a corollary to Birch and Swinnerton-Dyer conjecture, per Tunnell's theorem…
- Math-11580 Erdős–Moser problem
- Math-11581 Goormaghtigh conjecture
- Math-11582 Wikipedia number-theory item 109: The uniqueness conjecture for Markov numbers that every Markov number is the largest number in exact…
- Math-11583 Which integers can be written as the sum of three perfect cubes
- Math-11584 Agrawal's conjecture
- Math-11585 Dubner's conjecture
- Math-11586 Erdős–Mollin–Walsh conjecture
- Math-11587 Feit–Thompson conjecture
- Math-11588 Fortune's conjecture
- Math-11589 Quadratic bound in Linnik's least-prime problem
- Math-11590 New Mersenne conjecture
- Math-11591 Selfridge's conjecture
- Math-11592 Does the converse of Wolstenholme's theorem hold for all natural numbers
- Math-11593 Are all Euclid numbers square-free
- Math-11594 Are there any composite c satisfying 2^{c − 1} ≡ 1 (mod c^{2})
- Math-11595 Are there any Wieferich primes in base 47
- Math-11596 Are there infinitely many balanced primes
- Math-11597 Are there infinitely many cluster primes
- Math-11598 Are there infinitely many cousin primes
- Math-11599 Are there infinitely many Cullen primes
- Math-11600 Are there infinitely many Euclid primes