PinnedGabriel MirandaMedium is completely filled with materialists and people that do not respect any rules at all…You are going to hell.Nov 26, 20215Nov 26, 20215
PinnedGabriel MirandaHow can we know if a number is prime?There are two methods. First if p is a prime number, nᴾ-n is a multiple of p. Also, if it is a prime number (p-1)!+1 is also a multiple of…Nov 30, 20214Nov 30, 20214
PinnedGabriel MirandaThe Infinite “squiggly” multiplicationThe preview image shows how as you add each term of the product you get closer to π.Dec 4, 20211Dec 4, 20211
PinnedGabriel MirandaThe sequence that generates divisors of a numberThe problem I want to show is kind of simple to say, but at first let us consider the geometric series formula a little modified. Take a…Oct 18, 2021Oct 18, 2021
Gabriel MirandaOn numbers which are the sum of two squares — Leonhard Euler (part 5)What are the prime numbers of the form x²+y²?Jan 9, 2022Jan 9, 2022
Gabriel MirandaOn numbers which are the sum of two squares — Leonhard Euler (part 4)Leonhard Euler and the numbers that are sums of two squaresJan 8, 20221Jan 8, 20221
Gabriel MirandaOn numbers which are the sum of two squares — Leonhard Euler (part 3)The prime numbers which this discussion concerns are contained in the form 4n + 1. Now if the number 4n + 1 is prime, I showed that the forDec 15, 20211Dec 15, 20211
Gabriel MirandaProperties of the roots of a polynomial functionThe way that the roots of a polynomial function relates to it’s differential quite directly and to it’s ratio with the function.Dec 14, 2021Dec 14, 2021
Gabriel MirandaOn numbers which are the sum of two squares — Leonhard Euler (part 2)Therefore, if the letters α, β, γ, δ, etc. denote such prime numbers which are sums of two squares, it is evident from this that if…Dec 12, 2021Dec 12, 2021
Gabriel MirandaCan an infinite space have a finite area?What is the area of this red surfaces? It is an infinite surface, yes, but its area is still exactly -1.Dec 11, 20212Dec 11, 20212
