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Optimization of multithread for long digit multiplier: By using ancient India Vedic mathematic

机译:长时间乘法器多线程优化:通过古印度吠陀数学

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Any processor's performance is dependent on three important factor speed, area and power. The better tread-off between factors, an effective once. Multiplier are common used in computation process. In this paper, the proposed multiplier by design based on the sutra “Urdhva Tiryakbhyam and Nikhilam” of Vedic are analyzed and the performance results of multiplier are compare with conventional multipliers and karatsuba once of the most popular. In conclusion of experiment Vedic mathematics can be improvement computation effective. Specifically, in accurate computation, in many digit mathematics or very long digit, that want power of computation. By helping of special opcode instruction that bundle in processor such as SSE, AVX and etc. in modern processor to increment parallel process level in single core by SIMD and vector register.
机译:任何处理器的性能都取决于三种重要因素速度,面积和功率。因素之间的更好踩下,一次有效。乘法器在计算过程中使用常用。在本文中,分析了基于吠陀的Sutra“Urdhva Tiryakbhyam和Nikhilam”的设计乘法器,并且乘法器的性能结果与传统乘法器和karatuba最受欢迎的比较。总之,实验vedic数学可以改善计算有效。具体而言,在准确的计算中,在许多数字数学或非常长的数字中,希望计算能力。通过帮助在现代处理器中捆绑在处理器中的特殊操作码指令,例如在现代处理器中,通过SIMD和向量寄存器在单核中递增并行过程级别。

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