gives the Frobenius number of .


  • The Frobenius number of is the largest integer b for which the Frobenius equation has no non-negative integer solutions. The must be positive integers.
  • If the integers are not relatively prime, the result is Infinity.
  • If one of the is the integer , then the result is .
  • If b is the Frobenius number of , then FrobeniusSolve[{a1,,an},b] returns .
Introduced in 2007
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