I first encountered Pascal’s triangle on a worksheet my older brother brought home from school when I was in eighth grade. At the time, I was taking geometry (with a teacher who had a cool pair of ...

We keep calling this pattern “Pascal’s triangle,” but who is that? And was he actually the first person to study this pattern? Well, Pascal was a French mathematician who lived in the 17th ...

Your post was confusing, but I think I understand it now. Given an n-bit number, we get row n from pascal's triangle. In your example, a 4-bit number, so you get row 4: "1 4 6 4 1". Incidentally ...

The relatively simple arrangement of numbers known as Pascal’s Triangle contains many numeric patterns, such as triangle numbers, binominal coefficients, and the celebrated Fibonacci sequence ...

It is Pascal's Triangle, the pyramid of numbers in which the series in the next line is given by adding together adjacent pairs in the line above to generate 1, 1 1, 1 2 1, 1 3 3 1, 1 4 6 4 1, and ...

On étudie les déterminants de matrices associées au triangle de Pascal. The aim of this paper is to study determinants of matrices related to the Pascal triangle. The Journal de Théorie des Nombres de ...