In response to the question Eddie Woo ended on, it has to do with the number that is being powered, and the power itself being equal in value, but different in growth metrics. This offers competing forces to contributing to… Read more…

## Tag Archive for Mathematics

## The Devil Is In The Details

Up late, burning the midnight oil, and running math calculations on my smartphone while comparing the website character profiles to the in-game stat sheets. Forum Post Original Post: 2 hours ago (Edited) Blizzard Character Stat Sheet My season 16 necromancer,… Read more…

## Flying Ballsacks

The Sony Playstation ignononomously popularized memory blocks. It is not memory blocks I seek; it is memory spheres. Layered spheres with standardised, transferable panels for transmitting amongst layers of a singles sphere [ (o) ] and between [ O )… Read more…

## -1 * -1 = +1

If the hive mind has more than one dictator, trying to stop something, they have to check whether the “no” statement sum of all dictators is even or odd, and make sure the wanted result is met with a majority… Read more…

## x% off

Marketal Advertisement Rule: [x% off]= [[[x]*[[0]/[0]]] off]= [[0] off]= [[x]-[0]]= [Full Price] Mathematical Algebrant Rule: [x% off] = [[[Price]-[[Price]*[[x]/[100]]]]where[[ [[0]<[x]<[100]] ]] Langual Writing Rule: [x% off] = [[Price minus x per cent] where [[[[price] is [amount to be passed from… Read more…

## The All-Seeing Eye(s)

I was watching a Russian streamer on Twitch, and they were posting ping times at the beginning of their W3 games. Ping times are how long it takes for a message to get to the server and back. Even if… Read more…

## SI Units Are Not Your Friends Any More

Here’s a messy first-draft of an Exponential Non Transitive Absolute Unit Conversion Algorithm I developed. Steal… Read more…

## Dual Classing Scientist

Mathematicians cum Computer Engineers use the word “Ring” to describe a Set of Arrays, as opposed to a Set of Elements. These Sets of Arrays can be [permuted] via reorganization of the Elements in the Arrays, or of the Arrays… Read more…

## Game On!

There’s no other feeling in the world like trading card games. Is The Game, “The made up rule sets and powers of the characters and ideas you play with using the cards when gambling,” or is The Game, “The act… Read more…

## Mathematical Collision Detection

Calculating collisions in a software graphing engine: 1. Each object in your simulation is represented by a matrix overlayed on a three dimensional grid, defining the space it occupies with points. For this example, let us posit that there are two objects… Read more…

## Break Me off a Piece of That

Before petabytes, there were terabytes. Before terabytes, there were gigabytes. Before gigabytes, there were megabytes. Before megabytes, there were kilobytes. Before kilobytes, we probably should have measured in hectobytes and decabytes. Before that, there were just bytes. Within bytes, we… Read more…

## Moody Trigonometry

[sin] [cos] [tan] [cot] [sec] [csc] Sin with sin-alike. Alongside one another and together. Separate, and, side by side, complete. [sin]/[cos]=[tan] inv([tan])=[cot] inv([cos])=[sec] inv([sin])=[csc] Apart from one another, together. Not alongside one another, reversed in bearing. Without like-sin, forever bounded. Without sin,… Read more…

## Biosymmetrical Mathematical Evolution of Forms, with Incidental Applications

The most inadvertently sexy math problem in existence, if I may say so myself. [link removed](Don’t worry, it wasn’t explicit, just low-quality). If you’re… Read more…

## Factorial Layered Networks (NSFW)

I have recently been exploring line drawings of discrete factorial layered networks with limitless applications, and some exciting corollaries. The basic concept involves drawing vertices on a piece of paper and connecting them with line segments in such a way that… Read more…

## A Mathematical Deconstruction of Friendship

You: (A), me: (B), us: (A) ∪ (B), we: ((A) = (B)) & ((A) ∪ (B)), it’s getting weird: (((A) = (B)) & ((B) = (A))) & ((A) ∪ (B)), fate to be determined: (((A) = (B)) & ((B) = (A))) & (((A) ∪ (B))… Read more…