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Public-Randomness in Public-Key Cryptography
1991In this work we investigate the power of Public Randomness in the context of Public-key cryptosystems. We consider the Diffie-Hellman Public-key model in which an additional short random string is shared by all users. This, which we call Public-Key Public-Randomness (PKPR) model, is very powerful as we show that it supports simple non-interactive ...
Alfredo De Santis, Giuseppe Persiano
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Public Key Cryptography in Action
Information Systems Security, 1994(1994). Public Key Cryptography in Action. Information Systems Security: Vol. 3, No. 1, pp. 57-70.
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1993
This paper deals with public key cryptosystems and some of their applications such as password encryption and digital signatures. The necessary mathematical background is also provided.
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This paper deals with public key cryptosystems and some of their applications such as password encryption and digital signatures. The necessary mathematical background is also provided.
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2010
In this chapter, we will explore some computational aspects of modular arithmetic, which we studied in Chapter 6. We will be concerned about how to compute certain numbers in a most efficient way. There is a whole field at work here, of which we barely scratch the surface, called computational complexity.
Matthias Beck, Ross Geoghegan
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In this chapter, we will explore some computational aspects of modular arithmetic, which we studied in Chapter 6. We will be concerned about how to compute certain numbers in a most efficient way. There is a whole field at work here, of which we barely scratch the surface, called computational complexity.
Matthias Beck, Ross Geoghegan
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2021
In this chapter we will discuss public-key cryptography(PKC) and it’s various applications and its probable use. Limitations and disadvantages of symmetric-key cryptography(private-key cryptography) motivates the extensive use of public-key cryptography. Well known limitations are: Key exchange is a major problem in symmetric key cryptography. you
Satyanarayana Vollala +2 more
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In this chapter we will discuss public-key cryptography(PKC) and it’s various applications and its probable use. Limitations and disadvantages of symmetric-key cryptography(private-key cryptography) motivates the extensive use of public-key cryptography. Well known limitations are: Key exchange is a major problem in symmetric key cryptography. you
Satyanarayana Vollala +2 more
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Abstract The basic idea of public-key cryptography as a means for two untrusting parties to establish secure communication is outlined. The use of public-key cryptography to establish a key for a symmetric cryptosystem by using a protocol such as the Diffie-Hellman protocol or quantum key distribution (QKD) is explained. Two major public-
Eric L. F. Roettger, Hugh C. Williams
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Eric L. F. Roettger, Hugh C. Williams
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2008
Part I: Theory Provable security is an important goal in the design of public-key cryptosystems. For most security properties, it is computational security that has to be considered: an attack scenario describes how adversaries interact with the cryptosystem, trying to attack it; the system can be called secure if adversaries with reasonably bounded ...
Christiane Rousseau, Yvan Saint-Aubin
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Part I: Theory Provable security is an important goal in the design of public-key cryptosystems. For most security properties, it is computational security that has to be considered: an attack scenario describes how adversaries interact with the cryptosystem, trying to attack it; the system can be called secure if adversaries with reasonably bounded ...
Christiane Rousseau, Yvan Saint-Aubin
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2003
A cryptographic system consists of a one to one enciphering transformation f from a set \(\mathcal{P}\) of plaintext message units to a set \(\mathcal{C}\) of ciphertext message units. For example, for a fixed N- letter alphabet, identified with ℤ/Nℤ, consider the mapping f : \(\mathcal{P}\) = ℤ/Nℤ → 𝑪 = ℤ/Nℤ given by f(P) = \(\mathcal{C}\) ≡ aP + b ...
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A cryptographic system consists of a one to one enciphering transformation f from a set \(\mathcal{P}\) of plaintext message units to a set \(\mathcal{C}\) of ciphertext message units. For example, for a fixed N- letter alphabet, identified with ℤ/Nℤ, consider the mapping f : \(\mathcal{P}\) = ℤ/Nℤ → 𝑪 = ℤ/Nℤ given by f(P) = \(\mathcal{C}\) ≡ aP + b ...
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Computer, 1996
The RSA algorithm can be used for a kind of unforgeable digital signature. In this application, the secret key is used to encrypt a message, which can then itself be decrypted by anyone possessing the public key. Digital signatures can play a role in many activities that do not require secrecy but require sender authentication and guaranteed message ...
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The RSA algorithm can be used for a kind of unforgeable digital signature. In this application, the secret key is used to encrypt a message, which can then itself be decrypted by anyone possessing the public key. Digital signatures can play a role in many activities that do not require secrecy but require sender authentication and guaranteed message ...
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