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Two Birthday Problems
Authors:Borek D Puza  Terence J O'neill
Institution:1. School of Finance and Applied Statistics, College of Business and Economics, Australian National University , Canberra, Australia borek.puza@anu.edu.au;3. School of Finance and Applied Statistics, College of Business and Economics, Australian National University , Canberra, Australia
Abstract:ABSTRACT

This article focuses on two birthday problems which naturally follow from the most common birthday problems taught in statistics courses. The solutions to these new problems provide a good illustration of several combinatorial techniques.
Keywords:Birthday problems  Combinatorics  Inclusion-exclusion principle  Stirling numbers
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