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181.
182.
Several modifications of the upsetting test at room temperature are discussed under the aspect of suppressing friction and other possible sources of error.In the upsetting test according to Rastegaev, friction is reduced, and the testpiece remains cylindrical up to high strains, however the specimen's height is determined with a large error. Therefore it is proposed to measure the increase of the specimen's diameter instead of the reduction of height.Upsetting under sticking friction conditions can formally be treated like upsetting with lubrication for calculating the stress-strain curve. However, the applicability and the limits of this method have not yet been studied sufficiently.In the plane-strain upsetting test, friction is not suppressed completely, but the error of height measurement propagates only weakly into the calculated stress-strain curve. 相似文献
183.
Huo R Wehrens R Buydens LM 《Journal of magnetic resonance (San Diego, Calif. : 1997)》2004,169(2):2972-269
The quality of DOSY NMR data can be improved by careful pre-processing techniques. Baseline drift, peak shift, and phase shift commonly exist in real-world DOSY NMR data. These phenomena seriously hinder the data analysis and should be removed as much as possible. In this paper, a series of preprocessing operations are proposed so that the subsequent multivariate curve resolution can yield optimal results. First, the baseline is corrected according to a method by Golotvin and Williams. Next, frequency and phase shift are removed by a new combination of reference deconvolution (FIDDLE), and a method presented by Witjes et al. that can correct several spectra simultaneously. The corrected data are analysed by the combination of multivariate curve resolution with non-linear least square regression (MCR-NLR). The MCR-NLR method turns out to be more robust and leads to better resolution of the pure components than classic MCR. 相似文献
184.
We study the exact multiplicity and ordering properties of positive solutions of the p-Laplacian Dirichlet problem
185.
The isomonodromy deformation method is applied to the scaling limits in the linear N×N matrix equations with rational coefficients to obtain the deformation equations for the algebraic curves that describe the local behavior of the reduced versions for the relevant isomonodromy deformation equations. The approach is illustrated by the study of the algebraic curve associated with the n-large asymptotics in the sequence of the biorthogonal polynomials with cubic potentials. 相似文献
186.
Bjorn Poonen 《Journal of the American Mathematical Society》2003,16(4):981-990
We give the first examples of infinite sets of primes such that Hilbert's Tenth Problem over has a negative answer. In fact, we can take to be a density 1 set of primes. We show also that for some such there is a punctured elliptic curve over such that the topological closure of in has infinitely many connected components.
187.
Piecewise quadratic trigonometric polynomial curves 总被引:6,自引:0,他引:6
Xuli Han. 《Mathematics of Computation》2003,72(243):1369-1377
Analogous to the quadratic B-spline curve, a piecewise quadratic trigonometric polynomial curve is presented in this paper. The quadratic trigonometric polynomial curve has continuity, while the quadratic B-spline curve has continuity. The quadratic trigonometric polynomial curve is closer to the given control polygon than the quadratic B-spline curve.
188.
FuZhengWANG 《数学学报(英文版)》2003,19(1):89-96
Let E/K be an elliptic curve with K-rational p-torsion points.The p-Selmer group of E is described by the image of a map λk and hence an upper bound of its order is given in terms of the class numbers of the S-ideal class group of K and the p-division field of E. 相似文献
189.
A set X of boundary points of a (possibly unbounded) convex body KE
d illuminating K from within is called primitive if no proper subset of X still illuminates K from within. We prove that for such a primitive set X of an unbounded, convex set KE
d (distinct from a cone) one has X=2 if d=2, X6 if d=3, and that there is no upper bound for X if d4. 相似文献
190.
Analysis of the Xedni Calculus Attack 总被引:3,自引:0,他引:3
Michael J. Jacobson Neal Koblitz Joseph H. Silverman Andreas Stein Edlyn Teske 《Designs, Codes and Cryptography》2000,20(1):41-64
The xedni calculus attack on the elliptic curve discrete logarithm problem (ECDLP) involves lifting points from the finite field
to the rational numbers
and then constructing an elliptic curve over
that passes through them. If the lifted points are linearly dependent, then the ECDLP is solved. Our purpose is to analyze the practicality of this algorithm. We find that asymptotically the algorithm is virtually certain to fail, because of an absolute bound on the size of the coefficients of a relation satisfied by the lifted points. Moreover, even for smaller values of p experiments show that the odds against finding a suitable lifting are prohibitively high. 相似文献