Ascending and Descending (M. C. Escher, Lithograph, 1960). This is the second entry of the “Infinity Series”, which will introduce … More
Author: Shunsuke Katayama
B.Sc Mathematics & Statistics
Infinity Series I: Finite Area with Infinite Perimeter
This is the first entry of the “Infinity Series”, which will introduce you to the peculiar world of infinity. Today, … More
You are an eggplant (Q.E.D.)
I will now prove that you are an eggplant. Let We have that We can also conclude that Subtracting the … More
Black Holes and Dinosaurs
So the last topic was on the idea of infinity (remember that we have to be careful about infinity – … More
What is Infinity?
To read more by Shunsuke: http://msurjblog.com/author/shunsukekatayama/ “I love you to infinity”, “I love you to infinity plus one”, “I love you … More
La Mathematica dell’Arte: let’s think about angles
What if you had the power to change the position of everything in the city while retaining the relationships between … More
La Mathematica dell’Arte: let’s think about length
Prime: You know, magnitudes are great. Naught: What are you saying all of a sudden? Prime: This idea that things have magnitudes is … More
La Mathematica dell’Arte: let’s think about pizza
This is the second post in a series by Shunsuke Katayama, in which he has conversations with a version of himself … More
La Mathematica dell’Arte
Meet our third series blogger, Shunsuke, a U2 student majoring in math, and minoring in physics. He will be posting … More
The Abstract 