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The Kloosterman Sum Revisited
Published online by Cambridge University Press: 20 November 2018
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Let p be an odd prime, n an integer not divisible by p and α a positive integer. For any integer h with (h,pα)=l, is defined as any solution of the congruence (mod,pα). The Kloosterman sum Ap α(n) (see for example [4]) is defined by
(1.1)
where the dash (') indicates that the letter of summation runs only through a reduced residue system with respect to the modulus.
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- Copyright © Canadian Mathematical Society 1973
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