多元多项式

N. Gubareni
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引用次数: 6

摘要

在第448页113页,第450页11页,第110页,第451页117页,在“扩展单位单多项式”之后加上“测度一”。在p449 Z14-15上将“包含C的超平面H”替换为“C的支持超平面H”,HC\C = C\在p449 14, p450 11, p451 110上将{2iv)n替换为(27r)。在449 - 111页,表达式(Z?=1 JM)应该在指数中。在第45011页删除“由詹森定理”。在论文末尾加上:我要感谢a . Schinzel教授和a . Bazylewicz博士指出了本文预印本中的一些错误。自从提交论文以来,我发现劳顿(J. Sci.)前沿空中管制官。泰国清迈大学4,15 -23(1977))用类似于这里使用的方法概述了Cor. 1的证明。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Polynomials in Several Variables
On p 448 113, p 450 11, 110, p 451 117 add "of measure one" after "extended unit monic polynomials". On p 449 Z14-15 replace "a hyperplane H containing C " by "a supporting hyperplane H of C with HC\C = C\ On p 449 14, p 450 11, p 451 110 replace {2iv)n by (27r). On p 449 111 the expression (Z?=1 JM) should be in the exponent. On p 450 11 delete "by Jensen's Theorem". At the end of paper add: I would like to thank Prof. A. Schinzel and Dr. A. Bazylewicz for pointing out some errors in a preprint of this paper. Since submitting the paper I have found out that Lawton (J. Sci. Fac. Chaing Mai Univ. Thailand 4, 15-23 (1977)) outlined a proof of Cor. 1 using methods similar to those used here.
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