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* SM503M-2526PSA01 - Mathematics for Cryptography (INGE-1-INT, INGE-1-BN, INGE-1)

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Anna and Benoît exchange messages using the following coding table.

Moreover, they use as message unit the tetratagrams (blocks of four letters) that they encode as a number in the following

way:

For example, the word "TEST" becomes the number .

They use the Elgamal cryptosystem with public domain .

Anna's public and private keys are .

Benoît's public and private keys are .

Anna receives the message from Benoît. To which four-letter word this message correponds to ?

Your answer will be a four-letter word in capital letters.

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Andrew wants to use the Elgamal cryptosystem

The data he chooses is the following :

public domain :

public key :

private key :

Is this data correct regarding Elgamal cryptosystem requirements ?

Answer with yes or no (no capital letters)
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Let , calculate its order in the group.

The answer is an integer number.
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EXERCISE - estimated duration : 10 minutes

Andrew and Bill use the Elgamal cryptosystem, with the following data :

public domain :

Andrew :

    public key :

    private key :

Bill :

    public key :

    private key : ??

Andrew wants to send the message to Bill

He chooses

What is the couple of values Andrew should send to Bill ?

Your answer will be a couple of numbers, with parenthesis, and separated by a comma. For example, if you think that those values are and , your answser will be . Don't add extra spaces after the comma or around the parenthesis
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EXERCISE - 3 points - estimated duration : 10 minutes

Andrew and Bill use the Elgamal cryptosystem, with the following data :

public domain :

Andrew :

    public key :

    private key :

Bill :

    public key :

    private key : ??

Andrew receives the ciphered message : from Bill

What is the original message?

The answer is an integer number.
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I am given the number and I decide to choose randomly a number between and . What is the probability that will be an acceptable public key for the RSA cryptosystem?

Your answer will be a number with three significant digits.

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Alice and Bob wich to communicate using the RSA cryptosystem modulo

. The public key of Alice is

. What will be her

private key? Your answer should be a number.

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Nicolas wants to use the RSA cryptosystem and chooses the following data:

, , .

Is his data legitimate ?

100%
0%
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Albert and Barnabe exchange information using the RSA cryptosystem. They

wish to check their identities using the authentification procedure.

Their information is given below. Barnabe receives the ciphered signature

. Is this Albert's signature ?

Your answer will be "yes" or "no" (without the inverted commas).

Albert :

    

Barnabe :

    

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Alice and Bob wich to communicate using the RSA cryptosystem modulo

. The public key of Alice is

. What will be her

private key? Your answer should be a number.

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