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Strong Decay of Correlations for Gibbs States in Any Dimension. [PDF]
Bluhm A, Capel Á, Pérez-Hernández A.
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Hierarchical modelling of variance components makes analysis of resolvable incomplete block designs more efficient. [PDF]
Studnicki M, Piepho HP.
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Conscious active inference I: A quantum model naturally implements the path integral needed for real-time planning and control. [PDF]
Wiest MC, Puniani AS.
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A complexity transition in displaced Gaussian Boson sampling. [PDF]
Li Z +4 more
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Analysis, 1996
The classical Kuzmin-Landau and van der Corput inequalities imply estimates for the exponential sum \(\sum_{a\leq n\leq b} e(f(n))\) once certain bounds for the derivatives \(f'(t)\) and \(f''(t)\) are known. These are generalized to double exponential sums \(\sum_{(n_1,n_2) \in D} e(f(n_1,n_2))\), where \(D\) is a rectangle, or a more general domain ...
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The classical Kuzmin-Landau and van der Corput inequalities imply estimates for the exponential sum \(\sum_{a\leq n\leq b} e(f(n))\) once certain bounds for the derivatives \(f'(t)\) and \(f''(t)\) are known. These are generalized to double exponential sums \(\sum_{(n_1,n_2) \in D} e(f(n_1,n_2))\), where \(D\) is a rectangle, or a more general domain ...
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Canadian Mathematical Bulletin, 2001
AbstractLet p be prime and let be of multiplicative order t modulo p.
Lieman, Daniel, Shparlinski, Igor
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AbstractLet p be prime and let be of multiplicative order t modulo p.
Lieman, Daniel, Shparlinski, Igor
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Journal of the London Mathematical Society, 1938
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