A combinatorial proof of a result from number theory.
A new upper bound for Waring's problem (mod p)
A note on the Diophantine equation P(z) = n! + m!
We consider the Brocard-Ramanujan type Diophantine equation P(z) = n! + m!, where P is a polynomial with rational coefficients. We show that the ABC Conjecture implies that this equation has only finitely many integer solutions when d ≥ 2 and .
A note on Waring's problem in GF (p)
A note on Waring's problem in p-adic fields
A propos du problème de Waring
A remark on a previous paper by Bredihin and Linnik
A theorem on triangular numbers
Addendum and corrigendum to the paper "On sums of powers and a related problem", Acta Arith. 36 (1980), pp. 125-141
Additive problems involving squares, cubes and almost primes
Amélioration de la majoration de g(4) dans le problème de Waring: g(4)≤30
An algorithm for a solution of a problem of Frobenius.
An improved upper bound for G(k) in Waring's problem for relatively small k
Analogues of Jacobi's two-square theorem: an informal account.
Analogues of two classical theorems on the representations of a number.
Analytic Erdős-Turán conjectures and Erdős-Fuchs theorem.