A non-convex generalization of the circle problem.
A note on Farey fractions with denominators in arithmetic progressions
A note on minimal zero-sum sequences over ℤ
A zero-sum sequence over ℤ is a sequence with terms in ℤ that sum to 0. It is called minimal if it does not contain a proper zero-sum subsequence. Consider a minimal zero-sum sequence over ℤ with positive terms and negative terms . We prove that h ≤ ⌊σ⁺/k⌋ and k ≤ ⌊σ⁺/h⌋, where . These bounds are tight and improve upon previous results. We also show a natural partial order structure on the collection of all minimal zero-sum sequences over the set i∈ ℤ : -n ≤ i ≤ n for any positive integer n.
A note on partitions and compositions defined by inequalities.
A note on some polynomial identities
A note on the exact expected length of the th part of a random partition.
A Note on the Exceptional Set for Goldbach's Problem in Short Intervals.
A note on the number of -sum-free sets.
A note on Waring's number modulo .
A note on Waring's problem in finite fields
A note on Waring's problem in GF (p)
A note on Waring's problem in p-adic fields
A note on |αp - q|
A numerical bound for small prime solutions of some ternary linear equations
A partition identity with certain applications
A partition problem of Frobenius, II
A problem of Erdös on sums of two squarefull numbers
A problem on semicubical powers
A proof of the mock theta conjectures.
A propos du problème de Waring