RSA

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May 1, 2024 Updated May 12, 2025 19 minute read

RSA (Rivest-Shamir-Adleman) is a foundational algorithm in the world of public-key cryptography, a method that uses two different keys for encryption and decryption. At its core, RSA enables secure data transmission, allowing information to be sent over insecure networks, like the internet, with a high degree of confidence that it will remain confidential. This is crucial in an age where digital communication and transactions are commonplace. For those less familiar with technical jargon, imagine sending a valuable item in a special box that anyone can lock (encrypt) using a publicly available key, but only you, with your unique private key, can unlock (decrypt). This is the fundamental principle behind RSA's security.

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Elements of the Theory of Numbers

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Provides a detailed treatment of RSA and other public-key cryptosystems.

Handbook of Applied Cryptography

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This handbook provides a comprehensive treatment of applied cryptography, including a detailed discussion of RSA.

Energy-Efficient Modular Exponential Techniques for...

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Provides a mathematical treatment of public-key cryptography, including RSA.

Computer System and Network Security

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Provides a comprehensive treatment of cryptography and network security, including a discussion of RSA.

Securities Practice and Electronic Technology

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Provides a practical treatment of cryptography, including a discussion of RSA.

Design Theory: Volume 2

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Covers a wide range of cryptographic topics, including public-key cryptography and RSA.

Information Security Principles and Practice

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Provides a comprehensive treatment of computer security, including a discussion of RSA.

Hands-on Information Security Lab Manual

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Provides a comprehensive treatment of information security, including a discussion of RSA.

Breaking the Maya Code (Third Edition)

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Provides a history of cryptography, including a discussion of RSA.

Bhagat Singh

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Provides a popular treatment of cryptography, including a discussion of RSA.

CRC Concise Encyclopedia of Mathematics

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Provides a treatment of advanced number theory, which is the mathematical foundation for RSA.

Handbook of Communications Security

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Provides a very short introduction to cryptography, including a brief discussion of RSA.

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RSA

Path to RSA

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