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Birthday problem
The Birthday Problem (2.7)
A Note on the Exponentiation Approximation of the Birthday Paradox
Probability Theory
A Non-Uniform Birthday Problem with Applications to Discrete Logarithms
The Matching, Birthday and the Strong Birthday Problem
Approximations to the Birthday Problem with Unequal Occurrence Probabilities and Their Application to the Surname Problem in Japan*
A FIRST COURSE in PROBABILITY This Page Intentionally Left Blank a FIRST COURSE in PROBABILITY
A (Probably) Exact Solution to the Birthday Problem
A Monte Carlo Simulation of the Birthday Problem
This Lecture on Coincidences
Counting Birthday Collisions Using Partitions
Expected Number of Random Duplications Within Or Between Lists
Limited-Birthday Distinguishers for Hash Functions Collisions Beyond the Birthday Bound Can Be Meaningful
Maths Investigation Ideas for A-Level, IB and Gifted GCSE Students
Solutions to Problem Set 1 1.3 Birthday Problem 1.4 Russian
The Probability Lifesaver
Hash Functions
Asymptotic Distribution for the Birthday Problem with Multiple Coincidences, Via an Embedding of the Collision Process
Top View
Lecture 24 Monte Carlo
Probability Was Originally Developed by a French Mathematician Blaise Pascal
Hash Functions
The Birthday Problem and Other Improbable Probabilities
The Birthday Problem and Zero-Error List Codes
Is the Birthday Problem More Than a Curiosity?
6.042J Course Notes, Introduction to Probability
Lecture Notes #13: an Application: Hashing
Birthday Attack
1.1. Birthday Problem. If There Are 2 People, the Chance That They Do Not Have the Same Birthday Is 364
THE BIRTHDAY PROBLEM and GENERALIZATIONS 1. Introduction