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1. Let p = 23434549. We know that 4842 is larger than √P. Suppose it is given that any number less than 4842 does not divide p. What do you think about the primality of p?
2. Let p = 4k + 3 for some integer k and x be a non-zero integer less than p such that it has a square root. Show that square of
xP+1/4
is x mod p.
3. Let
E : y2 = x3 + 3x + 5 mod 443
be an elliptic curve. Its order is 427 = 61.7.
The point P = (x, y) is on the curve and it is given that 2P = (248,113).
(a) Explain an efficient method to find P = (x, y) (Do not find P, just explain how to find it).
(b) By using P, explain a method to find an element of order 61.
part-11.describe your choice of application?2.what elements of the software or hardware would consider in the
Design a linear-time algorithm that verifies that the height information in an AVL tree is correctly maintained and that the balance property is in order.
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instance of the single source shortest paths problem with vertex a as the source
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I want help with writing the opeartors which contains the states includiing its precondition and action for the eight queens problem. that is placing 8 pieces (the queens) on an 8 by 8 chess board. i want the code to be as basic and uncomplicated ..
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Discuss the ways in which you can optimize a file in order to reduce file size and maintain quality.
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Multi-dimensional arrays could cost a lot of memory. Determine how much memory does it take to create an integer array of 3 dimensions,
Justify characterizing data types according to task taxonomy. Support your response. Assess the value to an interface designer, of being familiar with the seven basic tasks and create an argument for which three of the seven basic tasks are the mo..
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