Results 21 to 30 of about 714,179 (209)
Wind turbine load validation in wakes using wind field reconstruction techniques and nacelle lidar wind retrievals [PDF]
This study proposes two methodologies for improving the accuracy of wind turbine load assessment under wake conditions by combining nacelle-mounted lidar measurements with wake wind field reconstruction techniques.
D. Conti +3 more
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Some Properties of Extended Euler’s Function and Extended Dedekind’s Function
In this paper, we find some properties of Euler’s function and Dedekind’s function. We also generalize these results, from an algebraic point of view, for extended Euler’s function and extended Dedekind’s function, in algebraic number fields ...
Nicuşor Minculete, Diana Savin
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A growing number of farmers’ cooperatives cultivate crops without chemical pesticides, but also without organic certification. How does this intermediate form of agriculture between conventional and organic production function?
Marcus A. Koch +5 more
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Class numbers of cyclotomic function fields [PDF]
Using results of Galovich and Rosen the plus and minus factors for the class number of the cyclotomic function field associated with irreducibles of degree three and four over the field with three elements are computed. As a consequence it is shown that the analogue to a result of Kummer on the p
Ireland, K. F., Small, R. D.
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The Chebotarev density theorem for function fields-Incomplete intervals
We prove a Polya-Vinogradov type variation of the Chebotarev density theorem for function fields over finite fields valid for "incomplete intervals" I subset of F-p, provided (p(1/2) log p)/|I| = o(1). Applications include density results for irreducible
Rosenzweig, Lior,, Kurlberg, Pär,
core +1 more source
PARAMETRIC GEOMETRY OF NUMBERS IN FUNCTION FIELDS [PDF]
20 pages, the proof of a central lemma is simplified and the main construction is shown to be universal.
Roy, Damien, Waldschmidt, Michel
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Free W*-Dynamical Systems From p-Adic Number Fields and the Euler Totient Function
In this paper, we study relations between free probability on crossed product W * -algebras with a von Neumann algebra over p-adic number fields
Ilwoo Cho, Palle E. T. Jorgensen
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Testing the Beta-Lognormal Model in Amazonian Rainfall Fields Using the Generalized Space q-Entropy
We study spatial scaling and complexity properties of Amazonian radar rainfall fields using the Beta-Lognormal Model (BL-Model) with the aim to characterize and model the process at a broad range of spatial scales.
Hernán D. Salas +2 more
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Holographic topological defects in a ring: role of diverse boundary conditions
We investigate the formation of topological defects in the course of a dynamical phase transition with different boundary conditions in a ring from AdS/CFT correspondence.
Zhi-Hong Li +2 more
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Investigating the Number of Monte Carlo Simulations for Statistically Stationary Model Outputs
The number of random fields required to capture the spatial variability of soil properties and their impact on the performance of geotechnical systems is often varied.
Jiahang Zhang, Shengai Cui
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