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- Stoneham_number abstract "In mathematics, the Stoneham numbers are a certain class of real numbers, named after mathematician Richard G. Stoneham (1920–1996). For coprime numbers b, c > 1, the Stoneham number αb,c is defined asIt was shown by Stoneham in 1973 that αb,c is b-normal whenever c is an odd prime and b is a primitive root of c2.".
- Stoneham_number wikiPageID "541361".
- Stoneham_number wikiPageRevisionID "542517358".
- Stoneham_number hasPhotoCollection Stoneham_number.
- Stoneham_number subject Category:Number_theory.
- Stoneham_number subject Category:Sets_of_real_numbers.
- Stoneham_number type Abstraction100002137.
- Stoneham_number type Collection107951464.
- Stoneham_number type Group100031264.
- Stoneham_number type Set107996689.
- Stoneham_number type SetsOfRealNumbers.
- Stoneham_number comment "In mathematics, the Stoneham numbers are a certain class of real numbers, named after mathematician Richard G. Stoneham (1920–1996). For coprime numbers b, c > 1, the Stoneham number αb,c is defined asIt was shown by Stoneham in 1973 that αb,c is b-normal whenever c is an odd prime and b is a primitive root of c2.".
- Stoneham_number label "Nombre de Stoneham".
- Stoneham_number label "Numero di Stoneham".
- Stoneham_number label "Stoneham number".
- Stoneham_number label "斯托納姆數".
- Stoneham_number sameAs Nombre_de_Stoneham.
- Stoneham_number sameAs Numero_di_Stoneham.
- Stoneham_number sameAs m.02n69_.
- Stoneham_number sameAs Q643965.
- Stoneham_number sameAs Q643965.
- Stoneham_number sameAs Stoneham_number.
- Stoneham_number wasDerivedFrom Stoneham_number?oldid=542517358.
- Stoneham_number isPrimaryTopicOf Stoneham_number.