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2010-01-01
On a Generalization of the Frobenius Number
Alexander BrownEleanor DannenbergJennifer FoxJoshua HannaKatherine KeckAlexander MooreZachary RobbinsBrandon SamplesJames Stankewicz
文献摘要
We consider a generalization of the Frobenius Problem where the object of interest is the greatest integer which has exactly representations by a collection of positive relatively prime integers. We prove an analogue of a theorem of Brauer and Shockley and show how it can be used for computation.
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