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dusted.codes
| | shrik3.com

[AI summary] The post provides an in-depth mathematical explanation of the RSA algorithm, covering symmetric and asymmetric encryption models, key generation, and proofs of decryption.
2.2 parsecs

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| | andrea.corbellini.name

[AI summary] This technical blog post explains the mathematical principles, key generation, and implementation details of Elliptic Curve Cryptography (ECC) covering domain parameters, verifiably random curves, ECDH key exchange, and ECDSA signatures.
2.0 parsecs

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| | www.jeremykun.com

This post assumes working knowledge of elementary number theory. Luckily for the non-mathematicians, we cover all required knowledge and notation in our number theory primer. So Three Thousand Years of Number Theory Wasn't Pointless It's often tough to come up with concrete applications of pure mathematics. In fact, before computers came along mathematics was used mostly for navigation, astronomy, and war. In the real world it almost always coincided with the physical sciences.
2.1 parsecs

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| | binarydebt.wordpress.com

A key function of digital singatures is to ensure that the sender of a message is who he claims to be. In this post we will go in a step by step manner and cover the concepts behind digital certificates in simple terms. Consider two people named Alice and Bob sitting in front of their...
22.8 parsecs

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