Tiny Bytes: Quick Message

ldnovak

<1 min read·September 8, 2022

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Hi,

Writing up the chapter summary but it’s taking some time to write. So, I’m writing part of it tonight and will finish it up tomorrow.

Bye,

Lucas

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tldr RSA works by exploiting the fact we can’t easily factor 2 large prime numbers and group theory to make a trapdoor permutation, aka a function that turns x into y but y can’t easily be turned into x without a secret. However, implementing RSA gets tricky because there’s lots of subtle attacks.MathRSA takes advantage of the group Z^*_{n} (multiplicative group of integers modulo n). This is the non-negative integers less than n that have an inverse modulo n. 1 x 1 mod n = 1. 0 x int = 0 so ...

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Hi, Just chilling tonight. Aiming to finish up chapter tomorrow. Night, Lucas

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Hi, Did much more writing on RSA. Will finish soon. Bye, Lucas

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Tiny Bytes: Quick Message

Share Dialog

Hi,

Writing up the chapter summary but it’s taking some time to write. So, I’m writing part of it tonight and will finish it up tomorrow.

Bye,

Lucas

Share Tiny Bytes: Quick Message

TwitterBluesky

More from ldnovak

T
ldnovak
Oct 11

Tiny Bytes: RSA

tldr RSA works by exploiting the fact we can’t easily factor 2 large prime numbers and group theory to make a trapdoor permutation, aka a function that turns x into y but y can’t easily be turned into x without a secret. However, implementing RSA gets tricky because there’s lots of subtle attacks.MathRSA takes advantage of the group Z^*_{n} (multiplicative group of integers modulo n). This is the non-negative integers less than n that have an inverse modulo n. 1 x 1 mod n = 1. 0 x int = 0 so ...

T
ldnovak
Oct 8

Tiny Bytes: Chilling

Hi, Just chilling tonight. Aiming to finish up chapter tomorrow. Night, Lucas

T
ldnovak
Oct 9

Tiny Bytes: Quickie

Hi, Did much more writing on RSA. Will finish soon. Bye, Lucas

View more

2025 Paragraph Technologies Inc

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<1 min read·September 8, 2022
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