3D printing technology can help to visualize proofs in mathematics. In this document we aim
to illustrate how 3D printing can help to visualize concepts and mathematical proofs. As …

Long before current graphic, visualization and geometric tools were available, John E.
Littlewood (1885–1977) wrote in his delightful Miscellany: A heavy warning used to be given …

I Prefer Pi: A Brief History and Anthology of Articles in the American Mathematical Monthly Page
1 I Prefer Pi: A Brief History and Anthology of Articles in the American Mathematical Monthly …

Many questions in experimental mathematics are fundamentally inductive in nature. Here
we demonstrate how Bayesian inference—the logic of partial beliefs—can be used to …

The digits of π have intrigued both the public and research mathematicians from the
beginning of time. This article briefly reviews the history of this venerable constant, and then …

The\(p-\) adic valuation of an integer\(x\) is the largest power of the prime\(p\) that
divides\(x\). It is denoted by\(\nu_p (x)\). This work describes properties of the …

This paper introduces the notion of a universal plan, which when executed, is guaranteed to
solve all planning problems in a category, regardless of the obstacles, initial state, and goal …

This is a survey on the One Time Pad (OTP) and its derivatives, from its origins to modern
times. OTP, if used correctly, is (the only) cryptographic code that no computing power …

We describe our adventures in creating a new first-year course in Experimental Mathematics
that uses active learning. We used a state-of-the-art facility, called The Western Active …

This paper examines “Stoneham constants,” namely real numbers of the form
b,c=n\geq11/(c^nb^c^n), for coprime integers b≥ 2 and c≥ 2. These are of interest …