This tag should be used for code related to the sequences described in the Collatz conjecture.

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Optimize Collatz conjecture

This was the exercise: Exercise PSD Think about a number under 25. Write down the number. If the number is even, divide in to two en write down the result below. If the number isn’t even ...
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Ulam numbers (calculates your life expectancy if you want to)

I'm new to Java and wanted to present to you my latest project: Ulam Numbers ...
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Streaming Collatz

Challenge The recent question The 3n + 1 algorithm for a range inspired me to investigate a Java-8 dependent streaming mechanism for solving the programming challenge: For any two numbers ...
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Uva Online Judge problem 100, 3n + 1

I am having a tough time submitting this code to UVa Online judge and having it pass. I keep getting the message - Your program used more CPU time than what is allowed for this problem. That means ...
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Hailstone Sequences in Python

For the problem given: Douglas Hofstadter’s Pulitzer-prize-winning book, Gödel, Escher, Bach, poses the following mathematical puzzle. Pick a positive integer \$n\$ as the start. If \$n\$ ...
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Project Euler #14 in Swift - Longest Collatz sequence

I just finished Project Euler #14 in Swift, and since there is not any version yet on Code Review, I would like to have some comments on what I did to try to improve it. The following iterative ...
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Project Euler #14 — longest Collatz sequence

I was reading this question and realized that I didn't know Python well enough to critique the algorithm. So I wrote a Java solution instead, which is inappropriate for that question. Since there's ...
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Project Euler #14 (Longest Collatz sequence)

A Collatz sequence for a given positive integer \$n\$ is to take half of \$n\$ if even and \$3n+1\$ if \$n\$ is odd; repeat until the value goes to \$1\$. The question is which number from 1 to ...
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Hailstones and the Collatz Conjecture

The Collatz Conjecture is related to a type of problem called a Hailstone problem; because hailstones circulate up and down through a cloud around a planet until they eventually fall. The Collatz ...
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Horridly Inefficient Project Euler #14 in Python - Collatz Sequences

I created this solution a while ago, and have been going back over my problems to try to make them all more efficient. I have been stuck on this one, and have tried a few different ideas. So far, my ...
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hailstone sequence using recursion in python

Douglas Hofstadter's Pulitzer-prize-winning book, Gödel, Escher, Bach, poses the following mathematical puzzle: Pick a positive integer n as the start. If n is even, divide it by 2. If n is ...