<--- Back to Details
First PageDocument Content
Artificial intelligence / Universal hashing / Applied mathematics / Hash function / Tabulation hashing / MMH-Badger MAC / Search algorithms / Hashing / Information retrieval
Date: 2001-05-09 22:04:03
Artificial intelligence
Universal hashing
Applied mathematics
Hash function
Tabulation hashing
MMH-Badger MAC
Search algorithms
Hashing
Information retrieval

Lecture 9, ThursdayChoosing Hash Functions O Mostly black magic…

Add to Reading List

Source URL: crypto.stanford.edu

Download Document from Source Website

File Size: 154,66 KB

Share Document on Facebook

Similar Documents

Factorial / Number theory / MMH-Badger MAC / Mathematics / Mathematical analysis / Combinatorics

(ϵ, δ)-Estimators: How to count very efficiently up to n MSC - CR01 - Randomness in Science Lecture 3 by Nicolas Schabanel Jan 9, 2014

DocID: 19u8g - View Document

Computational geometry / Ε-net / Convex geometry / Order theory / MMH-Badger MAC / Topology / General topology / Mathematics

CCCG 2010, Winnipeg MB, August 9–11, 2010 Small Strong Epsilon Nets Pradeesha Ashok∗ Sathish Govindarajan†

DocID: 18Y6w - View Document

Message authentication codes / Cryptographic hash functions / Stream ciphers / Keystream / Universal hashing / Hash function / MMH-Badger MAC / Cryptography / Hashing / Search algorithms

A Forgery Attack on the Candidate LTE Integrity Algorithm 128-EIA3 (updated version) Thomas Fuhr, Henri Gilbert, Jean-René Reinhard, and Marion Videau ANSSI, France

DocID: 12Imp - View Document

Artificial intelligence / Universal hashing / Applied mathematics / Hash function / Tabulation hashing / MMH-Badger MAC / Search algorithms / Hashing / Information retrieval

Lecture 9, ThursdayChoosing Hash Functions O Mostly black magic…

DocID: 11HKy - View Document

Search algorithms / Cryptographic hash functions / Galois/Counter Mode / Universal hashing / Hash function / MMH-Badger MAC / Cryptography / Hashing / Message authentication codes

Galois MAC with forgery probability close to ideal

DocID: jhOc - View Document