Constantin M. Petridi

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20012018

most citedA strong "abc-conjecture" for certain partitions a+b of c

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math.NT2003

The abc-conjecture is true for at least $N (c), 1 \leq N (c) < ϕ (c) /2$ , partitions a, b of c

Constantin M. Petridi

We prove that for any positive integer c there are at least N(c), $1 \leq N (c) < ϕ (c) /2$ representations of c as a sum of two positive integers a, b, with no common divisor, such th…

The abc-conjecture is true for at least N(c),1≤N(c)<ϕ(c)/2, partitions a, b of c

The abc-conjecture is true for at least $N (c), 1 \leq N (c) < ϕ (c) /2$ , partitions a, b of c