Fill in the blanks 1. The --------- of a number is defined to be the power to which some positive ( except 1) must be raised in order to equal the number. 2. an integer p>1 is a ------- number if and only if its only divisors are +1 and +p. 3. Although it does n in 2002 a relatively simple deterministic algorithm that efficiently determines whether a given large number is a prime was developed. This algorithm is Known as the ---------- algorithm. 4. ------- have the following properties: 1. a=b(mod n) if n|(a-b) 2. a=b(mod n)implies b =a(mod n) 3. a=b(modn) and b = c(mod n) imply a=c(mod n)
Fill in the blanks 1. The --------- of a number is defined to be the power to which some positive ( except 1) must be raised in order to equal the number. 2. an integer p>1 is a ------- number if and only if its only divisors are +1 and +p. 3. Although it does n in 2002 a relatively simple deterministic algorithm that efficiently determines whether a given large number is a prime was developed. This algorithm is Known as the ---------- algorithm. 4. ------- have the following properties: 1. a=b(mod n) if n|(a-b) 2. a=b(mod n)implies b =a(mod n) 3. a=b(modn) and b = c(mod n) imply a=c(mod n)
Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
Section: Chapter Questions
Problem 1PE
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Fill in the blanks
1. The --------- of a number is defined to be the power to which some positive ( except 1) must be raised in order to equal the number.
2. an integer p>1 is a ------- number if and only if its only divisors are +1 and +p.
3. Although it does n in 2002 a relatively simple deterministic
4. ------- have the following properties:
1. a=b(mod n) if n|(a-b)
2. a=b(mod n)implies b =a(mod n)
3. a=b(modn) and b = c(mod n) imply a=c(mod n)
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