公开(公告)号：US08103712B2

公开(公告)日：2012-01-24

申请号：US11863711

申请日：2007-09-28

Applicant: James Ray Bailey ,  Zachary Nathan Fister ,  Jimmy Daniel Moore, Jr.

Inventor： James Ray Bailey ,  Zachary Nathan Fister ,  Jimmy Daniel Moore, Jr.

IPC: G06F7/535

CPC classification number: G06F7/535 ,  G06F2207/5355

Abstract: A method for performing a division operation in a system includes a) determining an approximate quotient of a numerator value and a denominator value; b) determining an initial error of the approximate quotient; c) determining a quotient adjustment value based on the initial error; d) determining whether to apply the quotient adjustment value to the approximate quotient; e) if the determination at d) is YES, then applying the quotient adjustment value to the approximate quotient; f) determining an iterative error of the approximate quotient; g) updating the quotient adjustment value based on the iterative error; h) repeating acts d) through g) until the determination at d) is NO, thereby determining a final value for the approximate quotient; i) generating an integer quotient based on the final value of the approximate quotient; and j) using the integer quotient with regard to at least one aspect of the system.

Abstract translation: 一种用于在系统中执行除法运算的方法包括：a）确定分子值和分母值的近似商; b）确定近似商的初始误差; c）基于初始误差确定商调整值; d）确定是否将商调整值应用于近似商; e）如果d）的确定为YES，则将商调整值应用于近似商; f）确定近似商的迭代误差; g）基于迭代误差来更新商调整值; h）重复d）到g）直到d）的确定为否，从而确定近似商的最终值; i）基于近似商的最终值生成整数商; 和j）使用关于系统的至少一个方面的整数商。

公开(公告)号：US20090089346A1

公开(公告)日：2009-04-02

申请号：US11863711

申请日：2007-09-28

Applicant: James Ray Bailey ,  Zachary Nathan Fister ,  Jimmy Daniel Moore, JR.

Inventor： James Ray Bailey ,  Zachary Nathan Fister ,  Jimmy Daniel Moore, JR.

IPC: G06F5/01 ,  G06F7/44 ,  G06F7/52

CPC classification number: G06F7/535 ,  G06F2207/5355

Abstract: A method for performing a division operation in a system includes a) determining an approximate quotient of a numerator value and a denominator value; b) determining an initial error of the approximate quotient; c) determining a quotient adjustment value based on the initial error; d) determining whether to apply the quotient adjustment value to the approximate quotient; e) if the determination at d) is YES, then applying the quotient adjustment value to the approximate quotient; f) determining an iterative error of the approximate quotient; g) updating the quotient adjustment value based on the iterative error; h) repeating acts d) through g) until the determination at d) is NO, thereby determining a final value for the approximate quotient; i) generating an integer quotient based on the final value of the approximate quotient; and j) using the integer quotient with regard to at least one aspect of the system.

Abstract translation: 一种用于在系统中执行除法运算的方法包括：a）确定分子值和分母值的近似商; b）确定近似商的初始误差; c）基于初始误差确定商调整值; d）确定是否将商调整值应用于近似商; e）如果d）的确定为YES，则将商调整值应用于近似商; f）确定近似商的迭代误差; g）基于迭代误差来更新商调整值; h）重复d）到g）直到d）的确定为否，从而确定近似商的最终值; i）基于近似商的最终值生成整数商; 和j）使用关于系统的至少一个方面的整数商。