Abstract:
For m ≤ n, we give an explicit description of sets of m linear forms in n variables over the field of rational numbers whose computation requires m(n - 1) additions. In our construction the coefficients have length exponential in n. By a counting argument we show the existence of such a set with entries of length polynomial in n. This is a joint work with M. Kaminski and I. E. Shparlinski.
2023-06-09 09:00 ~ 2023-06-09 10:00
Prof. Michel Waldschmidt (Sorbonne University)
Room 723, General Building III