Let [italic]a([italic]m, [italic]n) denote the [italic]mth coefficient of the [italic]nth cyclotomic polynomial [capital Greek]Phi[subscript italic]n([italic]z), and let [italic]a([italic]m) = max[subscript italic]n [conditional event/restriction/such that] |[italic]a([italic]m,…
The method of exponential sums is a general method enabling the solution of a wide range of problems in the theory of numbers and its applications. This volume presents an exposition of the fundamentals of the theory with the help of examples which show how exponential sums aris…
by Greaves, George R. H., Symposium on Sieve Methods, Exponential Sums, and Their Applications in Number Theory, Cardiff
fromLondon Mathematical Society lecture note series
by Harman, G., (Glyn), Huxley, M. N., (Martin Neil), Greaves, G. R. H., (George Richard Herbert), Symposium on Sieve Methods, Exponential Sums and their Applocations in Number Theory, Cardiff, Wales
fromLondon Mathematical Society lecture note series
