This is last year sem CRYPTOGRAPHY paper....
1) NETWORK SECURITY MODEL AND VARIOUS SECURITY ATTACKS
2)EUCLEADIAN ALGORITHM FOR A GIVEN POLYNOMIAL
3)FERMATS THEOREM.FIND 14^27 MOD 55
4) DES ENCRYPTION WITH SINGLE ROUND OF DES ALGORITHM
5) BLOCK CHIPPER MODES OF OPERATION AND EFFECTS OF CRYPTOGRAPHY ALGORITHM
6) DIFFIE HELLMAN KEY EXCHANGE ALGORITHM+ PROBLEM
7) EXPLAIN ELLIPTIC CURVE ARITHMETIC AND HOW IT IS APPLIED IN CRYPTOGRAPHY
8) SHA
9) ElGamal AND SCHNORR DIGITAL SIGNATURE SCHEMES AND COMPARE THEM
1) NETWORK SECURITY MODEL AND VARIOUS SECURITY ATTACKS
2)EUCLEADIAN ALGORITHM FOR A GIVEN POLYNOMIAL
3)FERMATS THEOREM.FIND 14^27 MOD 55
4) DES ENCRYPTION WITH SINGLE ROUND OF DES ALGORITHM
5) BLOCK CHIPPER MODES OF OPERATION AND EFFECTS OF CRYPTOGRAPHY ALGORITHM
6) DIFFIE HELLMAN KEY EXCHANGE ALGORITHM+ PROBLEM
7) EXPLAIN ELLIPTIC CURVE ARITHMETIC AND HOW IT IS APPLIED IN CRYPTOGRAPHY
8) SHA
9) ElGamal AND SCHNORR DIGITAL SIGNATURE SCHEMES AND COMPARE THEM
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