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COMPUTING DEVICE PERFORMANCE OF LOW PRECISION ARITHMETIC FUNCTIONS WITH ARRAYS OF PRE-CALCULATED VALUES

机译:带有预计算值的数组的低精度算术函数的设备性能计算

摘要

Reduced precision computer number formats inherently limit the quantity of discrete numeric values that can be represented. Therefore, the solution values of an arithmetic function, for each numeric value that is individually and uniquely expressible utilizing such a reduced precision computer number format, can be precomputed since the quantity of unique solution values can be limited to a quantity that can be conveniently stored, such as in an array. Subsequently, rather than computing the solution value of such an arithmetic function, for a given input value, the precomputed array can be referenced and a solution value corresponding to the given input value can be read from the array. Reading numeric values from an array can be substantially faster than computing solution values of a computationally-expensive arithmetic function.
机译:精度降低的计算机数字格式固有地限制了可以表示的离散数值的数量。因此,由于可以将唯一解值的数量限制为可以方便地存储的数量,因此可以针对使用这种降低精度的计算机数字格式可以唯一且唯一表示的每个数值,预先计算算术函数的解值。 ,例如在数组中。随后,对于给定的输入值,而不是计算这种算术函数的解值,可以参考预先计算的阵列,并且可以从该阵列读取与给定的输入值相对应的解值。从数组中读取数值可能比计算昂贵的算术函数的解值快得多。

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