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Number Theory & Cryptography

This class was created by Brainscape user Louise B. Visit their profile to learn more about the creator.

By: Louise B
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Decks in this class (19)

Big Exponents
Todo modular exponentiation ferma...,
Todo chinese remainder theorem
2  cards
Modular Arithmetic
The visuals from this video https...
1  cards
Week 1
Define the terms divisor prime an...,
How do you determine whether one ...,
How do you use the definition of ...
8  cards
Week 2
Recall the definition of two inte...,
Determine whether two integers a ...,
Recall the definition of a residu...
7  cards
Week 3
State and apply the chinese remai...,
Define,
Calculate when the prime factoris...
9  cards
Week 4
State fermat s little theorem,
Apply fermat s little theorem whe...,
State euler s theorem
6  cards
Week 5
Define a quadratic residue modulo...,
Prove that 1 has two square roots...,
Determine the number of square ro...
11  cards
Week 6
State the law of quadratic recipr...,
Use the law of quadratic reciproc...,
State the definition of the jacob...
6  cards
Week 7
Find the order of an element of f...,
Prove that the order of an elemen...,
Define the term primitive element...
6  cards
Week 8
Describe the fermat primality test,
Define the terms fermat pseudopri...,
Describe the solovay strassen pri...
8  cards
Week 9
Appreciate that cryptography is a...,
Give examples of scenarios in whi...,
Describe the basic structure and ...
8  cards
Week 10
Define the terms monoalphabetic a...,
Recognise from the description of...,
Describe the vigenere cipher
12  cards
Week 11
Given probability distributions o...,
Given probability distributions o...,
Define perfect secrecy
8  cards
Week 12
Appreciate that aes is a block ci...,
Appreciate that aes is an example...,
Appreciate that designing secure ...
7  cards
Week 13
Describe the components of a publ...,
What does the acronym rsa represent,
What is a trapdoor one way function
11  cards
Week 14
Appreciate that in practice publi...,
Define the one way goal for attac...,
Give an informal definition of se...
9  cards
Week 15
Compute square roots modulo p whe...,
Prove that for a comprime to p wi...,
Describe the key generation encry...
6  cards
Week 16
Describe the components of a digi...,
Describe the rsa signature scheme,
Use the rsa signature scheme to g...
12  cards
Week 17 (Bonus Probability)
An urn contains n balls labelled ...,
An urn contains n balls labelled ...,
Find the number 3 letter words th...
3  cards

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Number Theory & Cryptography

  • Class purpose General learning

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