History Of Math

Released: May 9, 2026 8:36 AM EST

Here is the seventh episode of Quantum Foam, History Of Math. I thought I would get more into mathematics. This is only a brief description. Labels are being anti-derived. Certain things for this are needed in order to understand. What we are doing is looking at the math in our dimension. Fields outline the various delineations in the dimension we occupy. In this era, we are using quantum computers, which is an inflection point. Somebody's off somewhere. This show is making a strong effort toward comprehending mathematics. We are trying to understand the next level of arithmetical interpretation. The buck stops here. Prime numbers are crucial as well. They are used in cryptography. At the point of this writing, the largest calculated prime number is 17 million digits long. Stephen Hawking went over the math for finding the Higgs boson. This particle was found at around 125 gigaelectronvolts. In this day and age, there are windows into subjects that are themselves windows into math. What is a JSON? A java software object namespace. This is the current standard for producing digital information such as graphics and modeling in softare. You can pass back and forth calc objects as long as the important information is correctly listed. We are going over math so that we know what it is. Consider something such as a calc tensor object. They can be as complicatd as you need. It is a good thing that Michael Faraday came up with a way to come up with scientific material so that others such as James Maxwell could build upon science.

You pick your metric. Up, down, left, and right. We should go over several ideas that include math so that we can further understand numerical concepts. We are using the correspondence created by both Isaac Newton and Gottfried Liebniz. There is, however, more updated mathematics such as the math of Carl Gauss. Bravo to Sheldon Cooper on the show The Big Bang Theory for memorizing 20 thousand digits of Pi. Math is said to be done easier now because we have fast computers that can calculate the numbers we wish to analyze. Gauss' formula is important to decribe entire Minkowski spacetimes and various sets of numbers. The Gaussian integral is being considered here. We are interested in the creation of an accurate difference engine. The formula that is being put forward within the thesis of the show, Quantum Foam, is basically Gauss' formula with the addition of a negative sign with a hidden matrix inside describing the Theory of Everything. This is the basis for all the math being described herein. There are important ideas like the growth rate to consider. It is for the creation of math containers that express the equivilent of everything. We are looking at figuring out math equations that cover the basis between all numerical values in order to create a point particle map that describes a derivative of Guassian-Kronrod quadrature. A white hole is the inverse and negative of the math for a black hole. There is a set margin of error we need in order to make sure our mathematical structures assessing a given model are consistant with what we know about the history of mathematics.