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2 votes
0 answers
134 views

How to make this arbitrary precision π calculator using Machin-like formula run faster?

Two days ago (or yesterday depending on your timezone) was π-day. So I thought it was a good day to calculate π. I used Machin-like formula to calculate π, in homage of William Shanks, who calculated ...
Ξένη Γήινος's user avatar
9 votes
3 answers
2k views

Euler's brick generator in C++

I stumbled upon this unsolved problem of math named Euler's brick. I wrote a program in C++ to generate solutions for Euler's brick problem. It searches from ...
RandomCoder59's user avatar
4 votes
4 answers
1k views

Count numbers that are the sum of three perfect cubes

From numbers from 1 to 100, count the numbers where the following equation is satisfied with 1 <= a <= 100, 1 <= b <= 100, and 1 <= c <= 100: $$a³ + b³ + c³$$ I have this: ...
Alan Bagel's user avatar
3 votes
1 answer
566 views

(Google Foobar XOR Checksum Challenge) How do i optimize this function to run for much larger values?

I wrote a function that accepts 2 integers start and length as input and returns the bitwise XOR of certain numbers as described below: ...
Ibrahim-san's user avatar
2 votes
0 answers
220 views

Maximizing Efficiency of Collatz Conjecture Program Python

My question is very simple. I wrote this program for pure entertainment. It takes a numerical input and finds the length of every Collatz Sequence up to and including that number. I want to make it ...
Ghull's user avatar
  • 41
5 votes
1 answer
217 views

Algorithm Optimization -- Automatic Dimensionality of PCA

I have implemented (rather, edited the implementation of) a technique to automatically detect the optimal number of dimensions for PCA, based off of this paper. This was inspired by ...
artemis's user avatar
  • 193
5 votes
1 answer
478 views

Bancroft's method implementation

Background I've written an algorithm to solve the three-dimensional Time Difference of Arrival (TDoA) multi-lateration problem. That is, given the coordinates of n ...
10GeV's user avatar
  • 305
1 vote
1 answer
184 views

"Backwards Read Primes" of Codewars powershell version

Link to problem: https://www.codewars.com/kata/5539fecef69c483c5a000015/train/powershell I have a working solution in Codewars but my solution is slow for some reason and I need to improve the ...
Gringo Jaimes's user avatar
6 votes
1 answer
2k views

Scan-line algorithm to fill in a triangle

I wrote the following script to fill a Triangle. ...
Apple_Banana's user avatar
5 votes
2 answers
1k views

Magic Square with Five Methods (Python)

Problem Write a program to return a boolean if an input grid is magic square. A magic square of order \$N\$ is an arrangement of \$N^2\$ distinct integers in a square such that the \$N\$ numbers in ...
Emma's user avatar
  • 3,592
3 votes
1 answer
71 views

Stern's diatomic series fusc: replacing #define functions with two return values

I have a function to review which implements Stern's diatomic series fusc for a single word (ulong = unsigned long) in place, as ...
Charles's user avatar
  • 509
0 votes
1 answer
340 views

Modular multiplicative inverse in Ruby

I implemented an algorithm to find the modular multiplicative inverse of an integer. The code works, but it is too slow and I don't know why. I compared it with an algorithm I found in Rosetta Code, ...
Noctilucente's user avatar
1 vote
1 answer
97 views

Sum of number's quotients when divided by exact powers of 2

Problem I have written code to solve this challenge: Given a formula: GCD(x,y) means the GCD (Greatest Common Divisor) of x and y. For example: if N=2, then: f(2) = 1/GCD(1, 4) + 2/GCD(2, 4) + 3/...
Andra's user avatar
  • 113
3 votes
2 answers
586 views

Finding the number of integers between 1 and K, who's sum of the digits is a multiple of D

Good day. So, I need to find the number of integers between 1 and K (inclusive) satisfying the following condition, modulo (10^9)+7: The sum of the digits in base ten is a multiple of D Here is my ...
Arihan Sharma's user avatar
4 votes
1 answer
80 views

Hungarian algorithm to perform least-cost assignments

The Hungarian algorithm solves the assignment problem, and I'm looking for any suggestions regarding improvement on my implementation (also coding style). It is based on the wikipedia entry and ...
Bob Dobalina's user avatar

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