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- Van_der_Corput's_method abstract "In mathematics, van der Corput's method generates estimates for exponential sums. The method applies two processes, the van der Corput processes A and B which relate the sums into simpler sums which are easier to estimate.The processes apply to exponential sums of the form where f is a sufficiently smooth function and e(x) denotes exp(2πix).".
- Van_der_Corput's_method wikiPageID "39702403".
- Van_der_Corput's_method wikiPageRevisionID "562136699".
- Van_der_Corput's_method subject Category:Analytic_number_theory.
- Van_der_Corput's_method subject Category:Exponentials.
- Van_der_Corput's_method comment "In mathematics, van der Corput's method generates estimates for exponential sums. The method applies two processes, the van der Corput processes A and B which relate the sums into simpler sums which are easier to estimate.The processes apply to exponential sums of the form where f is a sufficiently smooth function and e(x) denotes exp(2πix).".
- Van_der_Corput's_method label "Van der Corput's method".
- Van_der_Corput's_method sameAs m.0w1fcgv.
- Van_der_Corput's_method sameAs Q17098128.
- Van_der_Corput's_method sameAs Q17098128.
- Van_der_Corput's_method wasDerivedFrom Van_der_Corput's_method?oldid=562136699.
- Van_der_Corput's_method isPrimaryTopicOf Van_der_Corput's_method.