Modular multiplication is an essential operation in many cryptography arithmetic operations. This work serves the modular multiplication algorithms focusing on improving their underlying binary adders. Different known adders have been considered and studied. The carry-save adder, carry-lookahead adder and carry-skip adder showed interesting features and trade-offs. The adders VHDL implementations gave some more beneficial details promising for improved crypto designs
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Modular multiplication is the basic operation in most public key cryptosystems, such as RSA, DSA, EC...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Modular multiplication is an essential operation in many cryptography arithmetic operations. This wo...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Since redundant number systems allow constant time addition, they are often at the heart of modular ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Modular multiplication is the basic operation in most public key cryptosystems, such as RSA, DSA, EC...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Modular multiplication is an essential operation in many cryptography arithmetic operations. This wo...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
This work studies and compares different modular multiplication algorithms with emphases on the unde...
Public key cryptography applications involve use of large integer arithmetic operations which are co...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Abstract—Since redundant number systems allow for constant time addition, they are often at the hear...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Since redundant number systems allow constant time addition, they are often at the heart of modular ...
Several public-key cryptographic systems (Schneier, 1996) make heavy use of modular multiplication. ...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...
Modular multiplication is the basic operation in most public key cryptosystems, such as RSA, DSA, EC...
Version publiée dans IEEE Transactions on ComputersInternational audienceSince redundant number syst...