- 95-150 Cordoba A., Fefferman C., Seco L. A.
- Weyl Sums and Atomic Energy Oscillations
Mar 19, 95
(auto. generated ps),
of related papers
Abstract. We extend Van der Corput's method for exponential sums to study
an oscillatory term appearing in the quantum theory of large atoms.
We obtain an interpretation in terms of classical dynamics and we
produce sharp asymptotic upper and lower bounds for the oscillations.
This paper contains the proof of a previously submitted announcement.
Technically, it also simplifies some of the original arguments
in the proof of the $Z^(5/3)$--term.