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    • 1. 发明授权
    • Approximate SRT division method
    • 近似SRT分割法
    • US08725786B2
    • 2014-05-13
    • US12770197
    • 2010-04-29
    • Makia Powell
    • Makia Powell
    • G06F7/44G06F7/52
    • G06F7/5375G06F7/487G06F2207/5351G06F2207/5356
    • The invention relates to a program storage device readable by a machine, tangibly embodying a program of instructions executable by a specific semiconductor-based computational device situated in the machine to perform the steps of a partial SRT (PSRT) division of a dividend X by a divisor D to obtain a quotient Q. The steps include: causing a computer to obtain the dividend X and the divisor D; representing the dividend X and the divisor D as a digital representation having a plurality of bits; and performing iteratively a series of steps until a desired accuracy of the quotient Q is achieved. The invention also relates to an article of manufacture including a computer usable medium having computer readable program code embodied therein for causing a partial SRT (PSRT) division of a dividend X by a divisor D to generate a quotient Q.
    • 本发明涉及一种可由机器读取的程序存储设备,其有形地体现了可由位于机器中的特定的基于半导体的计算设备执行的指令程序,以执行以下步骤:将红利X的部分SRT(PSRT)划分为 除数D获得商Q.步骤包括:使计算机获得股息X和除数D; 将分红X和除数D表示为具有多个比特的数字表示; 并且迭代地执行一系列步骤,直到达到商Q的期望精度。 本发明还涉及一种制品,其包括具有计算机可读程序代码的计算机可用介质,该计算机可用介质包含在其中,用于通过除数D对乘数X进行部分SRT(PSRT)除法以产生商Q。
    • 2. 发明授权
    • Method and apparatus for performining floating point division
    • 执行浮点除法的方法和装置
    • US5249149A
    • 1993-09-28
    • US755588
    • 1991-09-03
    • Daniel CocanougherPeter W. Markstein
    • Daniel CocanougherPeter W. Markstein
    • G06F7/52G06F7/535
    • G06F7/535G06F2207/5351G06F2207/5355G06F2207/5356G06F7/4873G06F7/49957
    • A method for performing floating point division is provided for producing a quotient having a mantissa of n bits. The method consists of the steps of accessing an initial guess of a reciprocal of the divisor from a table of divisor reciprocals, computing an initial estimate the quotient in a corresponding estimate from the initial estimate of the reciprocal, increasing the precision of the mantissa of the reciprocal estimate, quotient estimate, and remainder estimate by computing an error parameter and iteratively computing a current reciprocal estimate, a current quotient estimate and a current remainder estimate from the error parameter and the latest reciprocal estimate, quotient estimate and remainder estimates. Also, the step of increasing the precision is repeated until the quotient estimate and reciprocal estimate exceed n bits. Lastly, the final quotient is computed from the last current quotient estimate plus the last current reciprocal estimate times the last current remainder estimate. A floating point apparatus is also provided that implements the floating point division method. The application of this method and apparatus provide a quotient result that is correctly rounded without conditionally testing the magnitude of the quotient.
    • 提供了一种用于执行浮点除法的方法,用于产生具有n位尾数的商。 该方法包括以下步骤:从除数倒数表中获取除数的倒数的初始猜测,从相对估计的初始估计中计算相应估计中的商的初始估计,从而增加尾数尾数的精度 通过计算误差参数并迭代地计算来自误差参数和最新的倒数估计,商估计和余数估计的当前倒数估计值,当前商估计值和当前剩余估计值,进行估计,商估计和剩余估计。 此外,重复提高精度的步骤,直到商估计和倒数估计超过n位。 最后,最后的商是从最后一个当前商估计加上最后的当前的倒数估计乘以最后的当前剩余估计来计算的。 还提供了实现浮点分割方法的浮点装置。 该方法和装置的应用提供了正确四舍五入的商结果,而无需有条件地测试商的幅度。
    • 3. 发明申请
    • APPROXIMATE SRT DIVISION METHOD
    • 近似SRT方法
    • US20100281087A1
    • 2010-11-04
    • US12770197
    • 2010-04-29
    • Makia Powell
    • Makia Powell
    • G06F7/487G06F5/01
    • G06F7/5375G06F7/487G06F2207/5351G06F2207/5356
    • The invention relates to a program storage device readable by a machine, tangibly embodying a program of instructions executable by a specific semiconductor-based computational device situated in the machine to perform the steps of a partial SRT (PSRT) division of a dividend X by a divisor D to obtain a quotient Q. The steps include: causing a computer to obtain the dividend X and the divisor D; representing the dividend X and the divisor D as a digital representation having a plurality of bits; and performing iteratively a series of steps until a desired accuracy of the quotient Q is achieved. The invention also relates to an article of manufacture including a computer usable medium having computer readable program code embodied therein for causing a partial SRT (PSRT) division of a dividend X by a divisor D to generate a quotient Q.
    • 本发明涉及一种可由机器读取的程序存储设备,其有形地体现了可由位于机器中的特定的基于半导体的计算设备执行的指令程序,以执行以下步骤:将红利X的部分SRT(PSRT)划分为 除数D获得商Q.步骤包括:使计算机获得股息X和除数D; 将分红X和除数D表示为具有多个比特的数字表示; 并且迭代地执行一系列步骤,直到达到商Q的期望精度。 本发明还涉及一种制品,其包括具有计算机可读程序代码的计算机可用介质,该计算机可用介质包含在其中,用于通过除数D对乘数X进行部分SRT(PSRT)除法以产生商Q。
    • 10. 发明申请
    • CIRCUITRY AND METHOD FOR PERFORMING DIVISION
    • US20170199723A1
    • 2017-07-13
    • US14994601
    • 2016-01-13
    • ARM LIMITED
    • Javier Diaz BRUGUERA
    • G06F7/491G06F7/487
    • G06F7/487G06F7/4873G06F7/537G06F2207/5351
    • A data processing apparatus comprises signal receiving circuitry to receive a signal corresponding to a divide instruction that identifies a dividend x and a divisor d. Processing circuitry performs, in response to said divide instruction, a radix-N division algorithm to generate a result value q=x/d, where N is an integer power of 2 and greater than 1. Said division algorithm comprises a plurality of iterations, each of said plurality of iterations being performed by quotient digit calculation circuitry to determine a quotient value of that iteration q[i+1] based on a remainder value of a previous iteration rem[i]; and remainder calculation circuitry to determine a remainder value of that iteration rem[i+1] based on said quotient value of that iteration q[i+1] and said remainder value of said previous iteration rem[i]. Result calculation circuitry derives said result value q based on each quotient value selected by said digit selection circuitry for each of said plurality of iterations. For at least some of said plurality of iterations, said quotient digit calculation circuitry speculatively determines a set of candidate values before a quotient value of said previous iteration is known and, in response to said quotient value of said previous iteration becoming known, determines said quotient value of that iteration q[i+1] based on one of said candidate values.