Summary
This paper describes a problem leading directly to Weyl sequences and their relation to numerical integration. The paper proposes the use of certain rational sequences apparently well qualified for computation and the practical problem.
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References
Bittner, H. (1990): Moderne elektronische Energiemeßverfahren. Elektrie44, 87–91
Bourdeau, M., Pitre, A. (1985): Tables of good lattices in four and five dimensions. Numer. Math.47, 39–43
Collatz, L., Albrecht, J. (1958): Zur numerischen Auswertung mehrdimensionaler Integrale. ZAMM38, 1–15
Kuipers, L., Niederreiter, H. (1974): Uniform distribution of sequences. Wiley, New York London Sydney Toronto
Moore, A.D. (1980): Polarity coincidence correlation method and apparatus for measuring electrical energy. US-patent 3470371
Sobol, I.M. (1973): Numer. Monte Carlo methods [in Russian]. Nauka, Moscow
Spivak, M. (1965): Calculus of manifolds. Benjamin, New York Amsterdam