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A fast-start method for computing the inverse tangent

机译:计算反切线的快速启动方法

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In a search for an algorithm to compute atan(x) which has both low latency and few floating point instructions, an interesting variant of familiar trigonometry formulas was discovered that allow the start of argument reduction to commence before any references to tables stored in memory are needed. Low latency makes the method suitable for a closed subroutine, and few floating-point operations make the method advantageous for a software-pipelined implementation.
机译:在寻找一种算法来计算既具有低延迟又具有很少浮点指令的atan(x)时,发现了一个有趣的三角函数公式变体,它允许在对存储在存储器中的表的任何引用被引用之前就开始参数减少的开始。需要。低等待时间使该方法适合于封闭子程序,而很少的浮点运算使该方法对软件流水线实现有利。

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