Ternary egyptian fractions with prime denominator

HIGHLIGHTS

• who: Adva Mond from the Department of Pure (DPMMS), University of Cambridge , WA, UK have published the article: Ternary Egyptian fractions with prime denominator, in the Journal: (JOURNAL)

SUMMARY

An Egyptian fraction is a representation of a rational number as a sum of reciprocals of distinct integers. Throughout history many mathematicians have studied this topic, gaining popularity in recent times thanks to Erdős who presented and solved various problems concerning Egyptian fractions (for more details, see, e_g_[3]). The authors consider ternary Egyptian fractions for which the denominator is a prime number . . .

 



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