mathematics, a Kloosterman sum is a particular kind of exponential sum. They are named for the Dutch mathematician Hendrik Kloosterman, who introduced...

and ζ = e 2 π i q {\displaystyle \zeta =e^{\frac {2\pi i}{q}}} the Kloosterman sum K ( a , b , χ ) {\displaystyle K(a,b,\chi )} is defined as K ( a ,...

"Analogues of Kloostermans sums". Izv. Ross. Akad. Nauk, Ser. Math. 59 (5): 93–102. Karatsuba, A. A. (1997). "Analogues of incomplete Kloosterman sums and their...

calculate certain zeta functions. Quadratic Gauss sum Elliptic Gauss sum Jacobi sum Kummer sum Kloosterman sum Gaussian period Hasse–Davenport relation Chowla–Mordell...

Kloosterman is a Dutch surname. Notable people with the surname include: Hendrik Kloosterman (1900–1968), Dutch mathematician Kloosterman sum Karin Kloosterman...

\right)\end{aligned}}} Gaussian period Kloosterman sum Ramanujan, On Certain Trigonometric Sums ... These sums are obviously of great interest, and a...

restricted by some inequality. Examples of complete exponential sums are Gauss sums and Kloosterman sums; these are in some sense finite field or finite ring analogues...

Petersson trace formula. The Kuznetsov or relative trace formula connects Kloosterman sums at a deep level with the spectral theory of automorphic forms. Originally...

multiplicative inverse figures prominently in the definition of the Kloosterman sum. Inversive congruential generator – a pseudo-random number generator...

trigonometric sums (Gauss sums) with algebro-geometric methods. He introduced the Katz–Lang finiteness theorem. Gauss sums, Kloosterman sums, and monodromy...

higher order derivatives of the zeta function and their associated Kloosterman sums. Most zeros lie close to the critical line. More precisely, Bohr &...

Douwe Kloosterman (9 April 1900 – 6 May 1968) was a Dutch mathematician, known for his work in number theory (in particular, for introducing Kloosterman sums)...

Christelle (2015). "Galois representations attached to moments of Kloosterman sums and conjectures of Evans". Compositio Mathematica. 151 (1): 68–120...

\delta } is the Kronecker delta function, S {\displaystyle S} is the Kloosterman sum and J {\displaystyle J} is the Bessel function of the first kind. Henryk...

Daniel; Friedberg, Solomon; Goldfeld, Dorian Poincaré series and Kloosterman sums. The Selberg trace formula and related topics (Brunswick, Maine, 1984)...

Comptes Rendus de l'Académie des sciences. Volume 303, 1986, pp. 85, 161 Kloosterman sums and Fourier coefficients of cusp forms. In: Inventiones Mathematicae...

Gomes, Sameer Murthy (2015). "Nonperturbative black hole entropy and Kloosterman sums". JHEP. 1503 (3): 074. arXiv:1404.0033. Bibcode:2015JHEP...03..074D...

providing network participants better results from relevant efforts. Robert Kloosterman and Bart Lambregts define polycentric urban regions as collections of...

van den Berg 414 7 Geert Schipaanboord 359 8 Johnny Lukasse 488 9 Jan Kloosterman 325 10 Nathanaël Middelkoop 1,440 11 Arie Rijneveld 1,180 12 Maarten...

Harry van der Maas 900 7 Henk van der Wind 1,507 8 Dick Both 632 9 Jan Kloosterman 557 10 Rody van Heijst 527 11 Adriaan van der Wulp 366 12 Harm Jan Polinder...

described in the paper Keshavarz, Raney & Campbell (1993) and in the paper Kloosterman & De Graaff (1989): the latter is a description of the Mextram[1] model...

Holy Spirit's Work in Calling and Regeneration. Translated by Nelson D. Kloosterman. Edited by J. Mark Beach. Grand Rapids: Reformation Heritage Books, 2013...

leaves for Japan aid mission". Jewish Telegraphic Agency. 13 March 2011. Kloosterman, Karin (13 March 2011). "Israel offers a hand to Japan". Israel21c. Archived...