SURVEY OF SQUARE ROOT ALGORITHMS OVER FINITE FIELDS

  • Type: Project
  • Department: Mathematics
  • Project ID: MTH0125
  • Access Fee: ₦5,000 ($14)
  • Pages: 59 Pages
  • Format: Microsoft Word
  • Views: 643
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ABSTRACT

Computing square roots over finite fields is a problem of interest, especially to understanding which algorithm is efficient, and how it works well. There are several known algorithms that computes square roots over finite fields, of all of them the shank’s algorithm is known to be the most efficient. The objective of this dissertation is to survey the square root computing algorithms over finite fields, particularly we consider the the Shank’s algorithm for computing square roots over finite fields. We will write the conceptual explanation and general explanations of the whole algorithm (Shank’s) and finaly show how or why the algorithm works efficiently well.

SURVEY OF SQUARE ROOT ALGORITHMS OVER FINITE FIELDS
For more Info, call us on
+234 8130 686 500
or
+234 8093 423 853

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  • Type: Project
  • Department: Mathematics
  • Project ID: MTH0125
  • Access Fee: ₦5,000 ($14)
  • Pages: 59 Pages
  • Format: Microsoft Word
  • Views: 643
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    Details

    Type Project
    Department Mathematics
    Project ID MTH0125
    Fee ₦5,000 ($14)
    No of Pages 59 Pages
    Format Microsoft Word

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