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.
Binary quadratic forms and sums of triangular numbers
Büchi's problem in any power for finite fields
Characterizing the sum of two cubes.
Corrigendum to "Representatons of multivariate polynomials by sums of univariate polynomials in linear forms" (Colloq. Math. 112 (2008), 201-233)