hasConjecture

URI: https://gptkb.org/prop/hasConjecture

63 triples

GPTKB property

conjecture • conjecturedBy

Subject	Object
gptkb:Number_theory	gptkb:Twin_prime_conjecture
gptkb:Riemann_zeta_function	gptkb:Riemann_Hypothesis
gptkb:Unique_Games_problem	gptkb:Unique_Games_Conjecture
gptkb:Automorphic_L-function	gptkb:Generalized_Riemann_hypothesis
gptkb:Motivic_L-function	gptkb:Tate_conjecture
gptkb:Kakeya_problem	gptkb:Kakeya_conjecture
gptkb:Mathieu_moonshine	gptkb:umbral_moonshine
gptkb:Ramanujan's_tau_function	gptkb:Ramanujan_conjectures
gptkb:P_vs_NP	P ≠ NP
gptkb:Ramanujan–Nagell_equation	gptkb:Srinivasa_Ramanujan
gptkb:Hasse–Weil_L-function	gptkb:Birch_and_Swinnerton-Dyer_conjecture
gptkb:Kontsevich–Witten_theorem	gptkb:Edward_Witten
gptkb:Mihăilescu's_theorem	gptkb:Eugène_Charles_Catalan
gptkb:Additive_Number_Theory	gptkb:Schur's_theorem
gptkb:sum-product_problem	For any finite set A of integers, max(\|A+A\|, \|A·A\|) ≥ c\|A\|^{1+ε} for some ε>0 and constant c>0.
gptkb:Artinsche_L-Funktion	gptkb:Artin_conjecture
gptkb:Number_theory	gptkb:abc_conjecture
gptkb:twin_primes	There are infinitely many twin primes (twin prime conjecture)
gptkb:Hasse–Weil_L-function	gptkb:Hasse–Weil_conjecture
gptkb:motivic_L-function	gptkb:Hasse–Weil_conjecture