shipslides
Math13 slides0 views

Mathematical Cryptography

A substitution cipher maps each plaintext letter to a fixed ciphertext letter. Caesar's shift is a special case: c ≡ p + k (mod 26) .

Standalone
Sandboxed deck
Open raw

About this deck

A substitution cipher maps each plaintext letter to a fixed ciphertext letter. Caesar's shift is a special case: c ≡ p + k (mod 26) . Key sections include: MATHEMATICAL CRYPTOGRAPHY; Substitution & the Statistics That Betray It; The One-Time Pad — Unbreakable, Unusable; Modular Arithmetic — Integers, Wrapped; Fermat & Euler — Why RSA Works; RSA (1977) — Factoring as a Trapdoor; Diffie–Hellman — A Secret in Public; Elliptic Curves — Same Idea, Smaller Keys; One-Way: SHA-256 and the Compression Trick; Signing — Authorship Without Disclosure.

catalogmathcryptography
Slide outline
  1. 01MATHEMATICAL CRYPTOGRAPHY
  2. 02Substitution & the Statistics That Betray It
  3. 03The One-Time Pad — Unbreakable, Unusable
  4. 04Modular Arithmetic — Integers, Wrapped
  5. 05Fermat & Euler — Why RSA Works
  6. 06RSA (1977) — Factoring as a Trapdoor
  7. 07Diffie–Hellman — A Secret in Public
  8. 08Elliptic Curves — Same Idea, Smaller Keys
  9. 09One-Way: SHA-256 and the Compression Trick
  10. 10Signing — Authorship Without Disclosure
  11. 11Zero-Knowledge — Convince Without Revealing
  12. 12Post-Quantum — Past the Reach of Shor
  13. 13Where to Go Next
Page data
Canonical
https://shipslides.com/d/catalog-math-cryptography
Category
Mathematics
Size
42.2 KB
Updated
2026-05-15
LLM text
https://shipslides.com/d/catalog-math-cryptography/llms.txt
Remove this deck