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Title: RSA An Insight Download Full Seminar Report
Page Link: RSA An Insight Download Full Seminar Report -
Posted By: computer science crazy
Created at: Thursday 09th of April 2009 03:27:37 PM
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Public key cryptosystems were invented in the late 1970's, with some help from the development of complexity theory around that time. It was observed that based on a problem so difficult that it would need thousands of years to solve, and with some luck, a cryptosystem could be developed which would have two keys, a secret key and a public key. With the public key one could encrypt messages, and decrypt them with the private key. Thus the owner of the private key would be the only one who could decrypt the messages, but anyone knowing the publ ....etc

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Title: Timing Attacks on Implementations of Diffie-Hellman Rsa Dss and other Systems
Page Link: Timing Attacks on Implementations of Diffie-Hellman Rsa Dss and other Systems -
Posted By: computer science crazy
Created at: Monday 22nd of September 2008 01:07:05 PM
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By carefully measuring the amount of time required to perform private key operations, attackers may be able to find fixed Diffie-Hellman exponents, factor RSA keys, and break other cryptosystems.Against a vulnerable system, the attack is computationally inexpensive and often requires only known ciphertext. Actual systems are potentially at risk, including cryptographic tokens, network-based cryptosystems, and other applications where attackers can make reasonably accurate timing measurements. Techniques for preventing the attack for RSA and Dif ....etc

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Title: RSA An Insight
Page Link: RSA An Insight -
Posted By: Electrical Fan
Created at: Thursday 03rd of September 2009 04:44:14 AM
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Public key cryptosystems were invented in the late 1970â„¢s, with some help from the development of complexity theory around that time. It was observed that based on a problem so difficult that it would need thousands of years to solve, and with some luck, a cryptosystem could be developed which would have two keys, a secret key and a public key. With the public key one could encrypt messages, and decrypt them with the private key. Thus the owner of the private key would be the only one who could decrypt the messages, but anyone knowing the ....etc

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Title: foreign currency convertible bonds
Page Link: foreign currency convertible bonds -
Posted By:
Created at: Thursday 01st of November 2012 01:03:15 AM
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Title: Elliptical Curve Cryptography is better than RSA
Page Link: Elliptical Curve Cryptography is better than RSA -
Posted By: mechanical engineering crazy
Created at: Friday 28th of August 2009 05:09:58 AM
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ABSTRACT

The main objective of our Project is to show that Elliptical Curve Cryptography is better than RSA. Which means than the ECC maintains a constant key size regarding the amount of data transferred i.e. the key size will be constant where as in RSA key size varies with increase in transfer of data. By having this type of properties this algorithm can be used in different applications efficiently. This algorithm is widely applicable to the huge organizations like military. As in the military network large amounts of very ....etc

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Title: IMPLEMENTATION OF AES RSA ECC
Page Link: IMPLEMENTATION OF AES RSA ECC -
Posted By: mechanical engineering crazy
Created at: Friday 28th of August 2009 05:10:39 AM
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IMPLEMENTATION OF AES, RSA, ECC

Abstract:
In this world of increasing electronic connectivity of viruses, hackers, eaves-dropping and electronic fraud, electronic security is necessary always for transmitting secure electronic-data across insecure networks such as the internet. So, in order to ensure this electronic security, cryptography evolved leading to the development of various cryptosystems.
The main objective of this project is to develop three such cryptosystems- Advanced Encryption Standard (AES), Rivest Shamir Adleman (RSA) Cry ....etc

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Title: brick bonds ppt
Page Link: brick bonds ppt -
Posted By:
Created at: Sunday 19th of May 2013 05:10:14 PM
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Title: Bonds and Their Valuation
Page Link: Bonds and Their Valuation -
Posted By: seminar surveyer
Created at: Friday 08th of October 2010 12:15:07 PM
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Introduction to Bonds

fixed income security specifies series of future payments
contract specifies timing & amounts of cash flows over time
Timing
- how often the payments are made: coupon payment time
- pre-specified period of time that the loan has to be paid: maturity date
Payments
- coupon payments represent the interest on bonds
- par (face) value is amount paid to bond holder at maturity

securities which establish creditor relationship between purchaser & issuer
issuer
such a ....etc

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Title: Implementation of faster RSA key generation on smart cards
Page Link: Implementation of faster RSA key generation on smart cards -
Posted By: nit_cal
Created at: Friday 30th of October 2009 06:16:21 PM
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ABSTRACT
The on-card implementation is actually a prime finding problem.So we should optimize the algorithms so that they become efficient, flexible and space saving. Along with these crypto coprocessors are also used to accelerate cryptography.Although smart cards are becoming used in an increasing number of applications, there is small literature of the implementation issues for smart cards. This paper describes the issues and considerations that need to be taken into account when implementing the key ge ....etc

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Title: BREAKING RSA An efficient Factoring algorithm
Page Link: BREAKING RSA An efficient Factoring algorithm -
Posted By: seminar projects crazy
Created at: Friday 30th of January 2009 11:25:04 PM
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The problem of factoring a large number into the constituent primes is a time old one and many a scientists have dedicated their time and effort for developing a compact and efficient factoring algorithm. The RSA encryption algorithm developed by Rivest, Shamir and Adelman based on primality testing and prime factoring is one of the best encryption algorithms in use today.
Here we discuss some of the recent developments in the field of primality testing and also a comparison study with the primality testing algorithm of the IIT?ians is also gi ....etc

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