quadratic residue 中文意思是什麼
quadratic residue
解釋
二次剩餘-
Generally, this problem is reduced to quadratic residue problem of modulo a big prime number
一般而言,該問題歸結為模大素數的二次剩餘問題,但這種歸結不能用於最優擴域oef 。 -
Their difference is a quadratic residue of 17.
它們的差是17的平方剩餘。 -
Based on the group theoretic framework, equivalent forms of quantum error correcting codes are found for encoding three qubits in eight qubits and correcting one error. a class of quantum cyclic codes of encoding one qubit and correcting two or three random quantum errors is obtained via quadratic residue
第四章研究了量子糾錯碼,基於群論框架求出了量子8編3碼的等價碼,用二次剩餘方法求出了一類糾兩位和三位錯的量子碼。 -
But this reduction is not applicable to optimal extension fields ( oef ). in order to solve this difficult problem, a " quadratic residue algorithm of double - modulep, p ( x ) " is presented
為了解決這一問題,本文推廣並證明了「重模p , p銅的二次剩餘演算法」 ,從而使得這一步驟得到完善。 -
Is the eth residue of p. since the number of quadratic residue mod p is, we can guess the number of eth residue mod p is 2 ^, and then prove this property. on the basis of eth residue, we construct a type of eth residue code of length p which is an odd prime, and extend some properties of quadratic residue codes. alsi ) we construct a cubic residue code over f % of length 31 and a 4th residue code over fs of length 13. according to the properties of the bounds of bch codes, we determine the minimal distance of [ 31, 21 ] code is 5, which means this code ; can correct two errors
由模p的二次剩餘個數為個,可猜測模p的e次剩餘的個數為個,本文給出了該性質的證明。在e次剩餘的基礎上,本文構造了一類字長p為奇素數的e次剩餘碼,討論了它的性質,從而推廣了二次剩餘碼的一些結果。利用所導出的理論結果,我們構造了長為31的二元三次剩餘碼和長為13的三元四次剩餘碼,利用bch碼上下界的性質,進一步確定了31 , 21碼的極小距離為5 ,它可以糾正兩個錯誤。
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