IMI Interdisciplinary Mathematics InstituteCollege of Arts and Sciences

Lattice points close to a smooth curve and squarefull numbers in short intervals


A 2001 Preprint by O. Trifonov

  • 2001:08
  • An approach of Swinnerton-Dyer is extended to obtain new upper bounds for the number of lattice points close to a smooth curve. One consequence of these bounds is a new asymptotic result for the distribution of squarefull numbers in short intervals.

© Interdisciplinary Mathematics Institute | The University of South Carolina Board of Trustees | Webmaster
USC