hasConjecture

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

63 triples

GPTKB property

conjecture • conjecturedBy

Subject	Object
gptkb:twin_primes	There are infinitely many twin primes (twin prime conjecture)
gptkb:Modularitätssatz	gptkb:Goro_Shimura
gptkb:Monstrous_Moonshine	gptkb:John_Conway
gptkb:Kakeya_problem	gptkb:Kakeya_conjecture
gptkb:Hasse–Weil_L-function	gptkb:Hasse–Weil_conjecture
gptkb:Automorphic_L-function	gptkb:Langlands_conjectures
gptkb:Sophie_Germain_primes	There are infinitely many Sophie Germain primes
gptkb:Piatetski-Shapiro_prime	There are infinitely many Piatetski-Shapiro primes for 1 < c < 12/11
gptkb:Number_theory	gptkb:Twin_prime_conjecture
gptkb:Additive_Number_Theory	gptkb:Fermat's_polygonal_number_theorem
gptkb:Monstrous_Moonshine	gptkb:Simon_Norton
gptkb:Dirichlet-L-Funktionen	gptkb:Generalized_Riemann_Hypothesis
gptkb:Mihăilescu's_theorem	gptkb:Eugène_Charles_Catalan
gptkb:Additive_Number_Theory	gptkb:Goldbach_conjecture
gptkb:Motivic_L-function	gptkb:Beilinson_conjecture
gptkb:Hasse–Weil_L-function	gptkb:Birch_and_Swinnerton-Dyer_conjecture
gptkb:Motivic_L-function	gptkb:Tate_conjecture
gptkb:Additive_Number_Theory	gptkb:Freiman's_theorem
gptkb:Fermat_polygonal_number_theorem	gptkb:Pierre_de_Fermat
gptkb:Erdős–Moser_equation	No other integer solutions exist for k > 1