Sierpinski Erdős egyptian fraction conjecture


Erdős and Sierpinski conjectured that for any integer n>3 there exist positive integers a,b,c so that:

5n=1a+1b+1c
Title Sierpinski Erdős egyptian fractionPlanetmathPlanetmathPlanetmathPlanetmathPlanetmathPlanetmathPlanetmathPlanetmath conjecture
Canonical name SierpinskiErdHosEgyptianFractionConjecture
Date of creation 2013-03-22 13:43:12
Last modified on 2013-03-22 13:43:12
Owner CWoo (3771)
Last modified by CWoo (3771)
Numerical id 8
Author CWoo (3771)
Entry type Conjecture
Classification msc 11D68
Classification msc 11A67
Synonym Sierpiński Erdős egyptian fraction conjecture
Related topic UnitFraction
Related topic AnyRationalNumberWithOddDenominatorIsASumOfUnitFractionsWithOddDenominators