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11B65 - Number theory :: Sequences and sets :: Binomial coefficients; factorials; $q$-identities

  1. {n\choose r} is an integer owned by matte
  2. an algebraic identity leading to Wilson's theorem owned by GeraW
  3. asymptotics of central binomial coefficient owned by rspuzio
  4. binomial coefficient owned by matte
  5. binomial theorem owned by KimJ
  6. proof of binomial theorem owned by mps
  7. central binomial coefficient owned by rspuzio
  8. derivation of generating function for the reciprocal central binomial coefficients owned by rm50
  9. divisibility of central binomial coefficient owned by rspuzio
  10. divisibility of prime-power binomial coefficients owned by rm50
  11. factorial owned by yark
  12. factorial prime owned by PrimeFan
  13. generalized binomial coefficients owned by pahio
  14. generalized Ruiz's identity owned by GeraW
  15. generating function for the reciprocal alternating central binomial coefficients owned by juanman
  16. generating function for the reciprocal central binomial coefficients owned by juanman
  17. Lucas's theorem owned by mathcam
  18. proof of generalized Ruiz's identity owned by GeraW
  19. proof of Lucas's theorem by binomial expansion owned by whm22
  20. recursive algorithm for factorial function owned by PrimeFan
  21. sum of powers of binomial coefficients owned by Andrea Ambrosio
  22. Taylor series of arcus sine owned by pahio

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