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Friedrich Philipp 《PAMM》2014,14(1):833-834
We prove by means of elementary methods that phase retrieval of complex polynomials p of degree less than N is possible with 4N − 4 phaseless Fourier measurements of p and p′. (© 2014 Wiley-VCH Verlag GmbH & Co. KGaA, Weinheim) 相似文献
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Czechoslovak Mathematical Journal - Let $${Phi _n}(q)$$ denote the nth cyclotomic polynomial in q. Recently, Guo, Schlosser and Zudilin proved that for any integer n > 1 with n ≡ 1... 相似文献
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A. M. Popova 《Journal of Mathematical Sciences》2009,163(6):751-754
The structure of the group of automorphisms of the integer group ring of the group A4 is studied in terms of a semidirect product. We show that the Zassenhaus conjecture on the structure of automorphisms of integer group rings of finite groups for the group Aut ?A4 holds. 相似文献
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Chen Zhijie 《数学年刊B辑(英文版)》1994,15(2):157-164
ANOTEONTHERELATIVECANONICALIMAGEOFANON-HYPERELLIPTICFIBRATIONOFGENUS4¥CHENZHIJIEAbstract:Thispaperinvestigatestherelative1-ca... 相似文献
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《数学年刊B辑(英文版)》1983,(3)
兀aounary Polynomial SPline InterPolation with班idPoint Condition.W叭g几哪召入刁”g(王建忠)(WuhanU垃ver滋ty) In this Pa详r,the author studies thel朗unary和lynomial sPllne in怕rPOla桩on with midpointinterPolation eonditions.The theorem of existence and uniqueness ises七abl坛hed,and the estimates forthe interPolation errors are obtalned. This ty邵of interPOlation may be applled to even degTee laounary interPOlation,wlii“hw朗rarelydjsCussed.p(二)很adiCals of Alternative Rings皿aZh记a(… 相似文献
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A new approach to construct a new 4×4 matrix spectral problem from a normal 2×2 matrix spectral problem is presented.AKNS spectral problem is discussed as an example.The isospectral evolution equation of the new 4×4 matrix spectral problem is nothing but the famous AKNS equation hierarchy.With the aid of the binary nonlino earization method,the authors get new integrable decompositions of the AKNS equation. In this process,the r-matrix is used to get the result. 相似文献
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《Journal of Combinatorial Theory, Series A》1987,46(1):156-158
D-optimal design of order 6 is used to construct D-optimal designs of order 42 and 66. 相似文献
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In the view-obstruction problem, congruent, closed, convex bodies centred at the points
in
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are expanded uniformly until they block all rays from the origin into the open positive cone. The central problem is to determine the minimal blocking size. In the case of spheres of diameter 1, this value is denoted byv(n) and is known for dimensionsn=2,3. Here we show that
and obtain a Markoff type chain of isolated extreme values. 相似文献
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Nowadays orthogonal arrays play important roles in statistics, computer science, coding theory and cryptography. The usual difference matrices are essential for the construction of many mixed orthogonal arrays. But there are also many orthogonal arrays, especially mixed-level or asymmetrical which can not be obtained by the usual difference matrices. In order to construct these asymmetrical orthogonal arrays, a class of special matrices, so-called generalized difference matrices, were discovered by Zhang(1989, 1990, 1993) by the orthogonal decompositions of projective matrices. In this article, an interesting equivalent relationship between the orthogonal arrays and the generalized difference matrices is presented. As an application, a family of orthogonal arrays of run sizes 4p2, such as L36(6^13^42^10), are constructed. 相似文献
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