Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik
Eine Plattform für die Wissenschaft: Bauingenieurwesen, Architektur und Urbanistik
64 bit divider using Vedic mathematics
Vedic maths with metric number system hasbeen the source of inspiration for many centuries in the field of computation. In the current binary world of high speed processing, it is necessary to have time and space efficient methods for performing arithmetic operations. The performance of any processor solely depends upon its power, area and delay. In order to get an effective processor, its power, area and delay should be less. Hence it is necessary to develop algorithm which are suitable for binary environment of processor. All work on division methods, based on Vedic maths, is developed for number system with base of 10. The logic which may suit base 10 (decimal) number system is not suitable for base 2 (binary) number system. Very little or no light has been thrown on this aspect in many papers published on Vedic maths. Here in this paper, I am trying to compare the performance of different sutras and throw some light on how some principles can be incorporated in developing completely new division logic for base 2 number system. The logic will be much better on count of power consumption, hardware requirements, execution time and space management.
64 bit divider using Vedic mathematics
Vedic maths with metric number system hasbeen the source of inspiration for many centuries in the field of computation. In the current binary world of high speed processing, it is necessary to have time and space efficient methods for performing arithmetic operations. The performance of any processor solely depends upon its power, area and delay. In order to get an effective processor, its power, area and delay should be less. Hence it is necessary to develop algorithm which are suitable for binary environment of processor. All work on division methods, based on Vedic maths, is developed for number system with base of 10. The logic which may suit base 10 (decimal) number system is not suitable for base 2 (binary) number system. Very little or no light has been thrown on this aspect in many papers published on Vedic maths. Here in this paper, I am trying to compare the performance of different sutras and throw some light on how some principles can be incorporated in developing completely new division logic for base 2 number system. The logic will be much better on count of power consumption, hardware requirements, execution time and space management.
64 bit divider using Vedic mathematics
Tadas, Aditi (Autor:in) / Rotake, Dinesh (Autor:in)
01.05.2015
398367 byte
Aufsatz (Konferenz)
Elektronische Ressource
Englisch
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