In combinatorics, we like to count things. In probability, we like to draw them at random. There are many interfaces between combinatorics and probability theory, including but not limited to sampling ...

This seems like it would be an easy thing to Google, but I'm not having any luck. I'm thinking about some ideas for a board game and wanted to see some specific probabilities for various dice rolls. I ...

This volume contains the proceedings of the American Mathematical Society’s Special Sessions on Algorithmic Probability and Combinatorics held at DePaul University on Oct. 5-6, 2007, and at the ...

Combinatorics and discrete mathematics form a vibrant and expansive branch of modern mathematics, dedicated to the study of finite or countable structures and the methods used to count, classify, and ...

An activity on the first day of probability class has the students plotting the co-efficients that result after a small polynomial with unit coefficients is raised to a large power. Surprisingly, this ...

Prof. Dr. Kilian Raschel (CNRS, Université d'Angers) joins our Cluster as a Münster Research Fellow for the second time. He works on the connections between combinatorics and probability, a principal ...

Not open to students who have completed their Mathematics Core Curriculum Requirement without permission of the Department Undergraduate Vice Chair (except for Psychology majors completing their ...

WE have all three editions before us, and so are able to mark the growth of this work, which has been very considerable. The number of pages in the last edition is ten less than that of the second ...