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Efficient multiple-precision integer division algorithm
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由 D Mukhopadhyay 著作2014被引用 1 次 — Algorithm starts by copying a into a work array W of size m + 1 , whose each element can hold integers that require no more than 4 bytes, i.e., it ranges from − ...
An Efficient Multiple-Precision Division Algorithm
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由 L Huang 著作2005被引用 4 次 — This algorithm omits the most majority of normalization of classical algorithms and uses integer arithmetic instead of floating-point data. By analyzing the ...
Efficient multiple-precision integer division algorithm
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This paper introduces an efficient improved algorithm that omits the most majority of normalization of classical algorithms and uses integer arithmetic ...
Efficient multiple-precision integer division algorithm
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由 D Mukhopadhyay 著作2014被引用 1 次 — Huang et al. [1] proposed an efficient multi-precision integer division algorithm, and experimentally showed that it is about three times faster than the most ...
Efficient multiple-precision integer division algorithm
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Design and implementation of division algorithm is one of the most complicated problems in multi-precision arithmetic. Huang et al.
A Multiple-Precision Division Algorithm
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由 DM Smith 著作被引用 19 次 — The FFT methods are faster asymptotically, but because the algorithms are complicated, the classical O(t2) methods are more efficient when the precision is less ...
An Efficient Multiple-Precision Division Algorithm
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由 L Huang 著作2005被引用 4 次 — This algorithm omits the most majority of normalization of classical algorithms and uses integer arithmetic instead of floating-point data. By analyzing the ...
Which is the most efficient algorithm for multiple-precision ...
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2019年3月25日 — I implemented Karatsuba-Offman as a recursive subroutine that did successive split-in-two and it was far quicker than the standard long multiplication method.
2 個答案 · 最佳解答: As we can see in the reference source, BigInteger in .NET uses a fairly slow multiplication ...
Efficient Divide-and-Conquer Multiprecision Integer Division
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由 WB Hart 著作2015被引用 3 次 — We present a new divide-and-conquer algorithm for mid-range multiprecision integer division which is typically 20-25% faster than the recent algorithms of ...
An Efficient Multiple-Precision Division Algorithm
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This paper introduces an efficient improved algorithm that omits the most majority of normalization of classical algorithms and uses integer arithmetic ...