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- Stxc3xb8rmers_theorem abstract "In number theory, Størmer's theorem, named after Carl Størmer, gives a finite bound on the number of consecutive pairs of smooth numbers that exist, for a given degree of smoothness, and provides a method for finding all such pairs using Pell equations. It follows from the Thue–Siegel–Roth theorem that there are only a finite number of pairs of this type, but Størmer gave a procedure for finding them all.".
- Stxc3xb8rmers_theorem wikiPageID "3445204".
- Stxc3xb8rmers_theorem wikiPageLength "12888".
- Stxc3xb8rmers_theorem wikiPageOutDegree "42".
- Stxc3xb8rmers_theorem wikiPageRevisionID "647631793".
- Stxc3xb8rmers_theorem wikiPageWikiLink American_Mathematical_Monthly.
- Stxc3xb8rmers_theorem wikiPageWikiLink Carl_Størmer.
- Stxc3xb8rmers_theorem wikiPageWikiLink Catalans_conjecture.
- Stxc3xb8rmers_theorem wikiPageWikiLink Category:Mathematics_of_music.
- Stxc3xb8rmers_theorem wikiPageWikiLink Category:Theorems_in_number_theory.
- Stxc3xb8rmers_theorem wikiPageWikiLink D._H._Lehmer.
- Stxc3xb8rmers_theorem wikiPageWikiLink Derrick_Henry_Lehmer.
- Stxc3xb8rmers_theorem wikiPageWikiLink Diophantine_equation.
- Stxc3xb8rmers_theorem wikiPageWikiLink Divisibility.
- Stxc3xb8rmers_theorem wikiPageWikiLink Divisibility_rule.
- Stxc3xb8rmers_theorem wikiPageWikiLink Finite_set.
- Stxc3xb8rmers_theorem wikiPageWikiLink Harmonic_series_(music).
- Stxc3xb8rmers_theorem wikiPageWikiLink Just_intonation.
- Stxc3xb8rmers_theorem wikiPageWikiLink Just_tuning.
- Stxc3xb8rmers_theorem wikiPageWikiLink Limit_(music).
- Stxc3xb8rmers_theorem wikiPageWikiLink Louis_J._Mordell.
- Stxc3xb8rmers_theorem wikiPageWikiLink Louis_Mordell.
- Stxc3xb8rmers_theorem wikiPageWikiLink Major_second.
- Stxc3xb8rmers_theorem wikiPageWikiLink Major_third.
- Stxc3xb8rmers_theorem wikiPageWikiLink Minor_second.
- Stxc3xb8rmers_theorem wikiPageWikiLink Minor_third.
- Stxc3xb8rmers_theorem wikiPageWikiLink Music_theory.
- Stxc3xb8rmers_theorem wikiPageWikiLink Number_theory.
- Stxc3xb8rmers_theorem wikiPageWikiLink Octave.
- Stxc3xb8rmers_theorem wikiPageWikiLink Pell_equation.
- Stxc3xb8rmers_theorem wikiPageWikiLink Pells_equation.
- Stxc3xb8rmers_theorem wikiPageWikiLink Perfect_fifth.
- Stxc3xb8rmers_theorem wikiPageWikiLink Perfect_fourth.
- Stxc3xb8rmers_theorem wikiPageWikiLink Perfect_power.
- Stxc3xb8rmers_theorem wikiPageWikiLink Prime_limit.
- Stxc3xb8rmers_theorem wikiPageWikiLink Prime_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Proceedings_of_the_American_Mathematical_Society.
- Stxc3xb8rmers_theorem wikiPageWikiLink Pythagorean_tuning.
- Stxc3xb8rmers_theorem wikiPageWikiLink Regular_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Semitone.
- Stxc3xb8rmers_theorem wikiPageWikiLink Smooth_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Smooth_numbers.
- Stxc3xb8rmers_theorem wikiPageWikiLink Square-free_integer.
- Stxc3xb8rmers_theorem wikiPageWikiLink Square-free_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Square_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Superparticular_ratio.
- Stxc3xb8rmers_theorem wikiPageWikiLink Syntonic_comma.
- Stxc3xb8rmers_theorem wikiPageWikiLink Thue–Siegel–Roth_theorem.
- Stxc3xb8rmers_theorem wikiPageWikiLink Triangular_number.
- Stxc3xb8rmers_theorem wikiPageWikiLink Whole_step.
- Stxc3xb8rmers_theorem wikiPageWikiLinkText "Størmer's theorem".
- Stxc3xb8rmers_theorem hasPhotoCollection Stxc3xb8rmers_theorem.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Cite_journal.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Harvtxt.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:OEIS.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Refbegin.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Refend.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Reflist.
- Stxc3xb8rmers_theorem wikiPageUsesTemplate Template:Sfnp.
- Stxc3xb8rmers_theorem subject Category:Mathematics_of_music.
- Stxc3xb8rmers_theorem subject Category:Theorems_in_number_theory.
- Stxc3xb8rmers_theorem comment "In number theory, Størmer's theorem, named after Carl Størmer, gives a finite bound on the number of consecutive pairs of smooth numbers that exist, for a given degree of smoothness, and provides a method for finding all such pairs using Pell equations. It follows from the Thue–Siegel–Roth theorem that there are only a finite number of pairs of this type, but Størmer gave a procedure for finding them all.".
- Stxc3xb8rmers_theorem label "Størmer's theorem".
- Stxc3xb8rmers_theorem sameAs Teorema_de_Størmer.
- Stxc3xb8rmers_theorem sameAs m.09ct8l.
- Stxc3xb8rmers_theorem sameAs Q7630144.
- Stxc3xb8rmers_theorem sameAs Q7630144.
- Stxc3xb8rmers_theorem wasDerivedFrom Stxc3xb8rmers_theoremoldid=647631793.
- Stxc3xb8rmers_theorem isPrimaryTopicOf Stxc3xb8rmers_theorem.