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All Algorithms implemented in Python
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* Hexagonal number sequence A hexagonal number sequence is a sequence of figurate numbers where the nth hexagonal number hₙ is the number of distinct dots in a pattern of dots consisting of the outlines of regular hexagons with sides up to n dots, when the hexagons are overlaid so that they share one vertex. This program returns the hexagonal number sequence of n length. * Update hexagonalnumbers.py * Update hexagonalnumbers.py * Update hexagonalnumbers.py * Update hexagonalnumbers.py * Update and rename hexagonalnumbers.py to hexagonal_numbers.py * Length must be a positive integer Co-authored-by: Christian Clauss <cclauss@me.com> |
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.github | ||
arithmetic_analysis | ||
audio_filters | ||
backtracking | ||
bit_manipulation | ||
blockchain | ||
boolean_algebra | ||
cellular_automata | ||
ciphers | ||
compression | ||
computer_vision | ||
conversions | ||
data_structures | ||
digital_image_processing | ||
divide_and_conquer | ||
dynamic_programming | ||
electronics | ||
file_transfer | ||
financial | ||
fractals | ||
fuzzy_logic | ||
genetic_algorithm | ||
geodesy | ||
graphics | ||
graphs | ||
greedy_methods | ||
hashes | ||
knapsack | ||
linear_algebra | ||
machine_learning | ||
maths | ||
matrix | ||
networking_flow | ||
neural_network | ||
other | ||
physics | ||
project_euler | ||
quantum | ||
scheduling | ||
scripts | ||
searches | ||
sorts | ||
strings | ||
web_programming | ||
.coveragerc | ||
.gitattributes | ||
.gitignore | ||
.gitpod.yml | ||
.pre-commit-config.yaml | ||
CONTRIBUTING.md | ||
DIRECTORY.md | ||
LICENSE.md | ||
mypy.ini | ||
pytest.ini | ||
README.md | ||
requirements.txt |
Implementations are for learning purposes only. As they may be less efficient than the implementations in the Python standard library, use them at your discretion.
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List of Algorithms
See our directory for easier navigation and better overview of the project.