A Chinese developer has released an open-source replacement for NumPy that performs calculations on GPUs. It's called CuPy ๐. In many cases, it's enough to replace a single line:
The same code can run on CUDA up to 100 times faster โก๏ธ.
What it can do:
โ Compatible with existing NumPy and SciPy code ๐ ๏ธ.
โ No need to rewrite the program or learn new syntax ๐.
โ Supports not only CUDA but also AMD ROCm ๐ป.
The project is completely open-source ๐:
๐ https://github.com/cupy/cupy
#Python #GPU #NumPy #CuPy #AI #DeepLearning
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import cupy as cp
The same code can run on CUDA up to 100 times faster โก๏ธ.
What it can do:
โ Compatible with existing NumPy and SciPy code ๐ ๏ธ.
โ No need to rewrite the program or learn new syntax ๐.
โ Supports not only CUDA but also AMD ROCm ๐ป.
The project is completely open-source ๐:
๐ https://github.com/cupy/cupy
#Python #GPU #NumPy #CuPy #AI #DeepLearning
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Don't learn ML by randomly jumping through tutorials. ๐ซ๐
DS-ML Bootcamp is a public repository for a Data Science and machine learning course for beginners who want a structured path from zero to practical projects. ๐๐
It helps transition from installation and concepts to practical ML work, organizing lessons, assignments, code examples, datasets, and solutions around the main machine learning workflow. ๐ ๏ธ๐ง
Key features:
- End-to-end workflow - covers data collection, preprocessing, train/test split, model selection, training, evaluation, and deployment ๐๐
- Lesson-based structure - starts with tools/setup, Data Science, ML, data fundamentals, and regression ๐๐งฎ
- Practical materials - assignments give learners structured tasks, not just reading notes โ๏ธโ
- Code + datasets - Python examples and raw CSV datasets included for exercises ๐๐
- Set up for repetition - the README says you can clone the repository and use Jupyter or VS Code while going through lessons ๐ป๐
Free public repository on GitHub. ๐
https://github.com/goobolabs/ds-ml-bootcamp
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DS-ML Bootcamp is a public repository for a Data Science and machine learning course for beginners who want a structured path from zero to practical projects. ๐๐
It helps transition from installation and concepts to practical ML work, organizing lessons, assignments, code examples, datasets, and solutions around the main machine learning workflow. ๐ ๏ธ๐ง
Key features:
- End-to-end workflow - covers data collection, preprocessing, train/test split, model selection, training, evaluation, and deployment ๐๐
- Lesson-based structure - starts with tools/setup, Data Science, ML, data fundamentals, and regression ๐๐งฎ
- Practical materials - assignments give learners structured tasks, not just reading notes โ๏ธโ
- Code + datasets - Python examples and raw CSV datasets included for exercises ๐๐
- Set up for repetition - the README says you can clone the repository and use Jupyter or VS Code while going through lessons ๐ป๐
Free public repository on GitHub. ๐
https://github.com/goobolabs/ds-ml-bootcamp
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GitHub
GitHub - goobolabs/ds-ml-bootcamp: Data Science and Machine Learning Bootcamp. (Jun - 2026)
Data Science and Machine Learning Bootcamp. (Jun - 2026) - goobolabs/ds-ml-bootcamp
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The math.perm() method
The math.perm() method in Python returns the number of ways to select k elements from n elements, with and without repetition. ๐งฎ
Syntax:
Where:
n: The number of elements from which k elements are selected.
k: The number of elements that are selected.
In the first example, the method returns the number of ways to select 3 elements from 5 elements. The result is 60 ways. ๐
In the second example, the method returns the number of ways to select 5 elements from 10 elements. The result is 252 ways. ๐
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The math.perm() method in Python returns the number of ways to select k elements from n elements, with and without repetition. ๐งฎ
Syntax:
math.perm(n, k)
Where:
n: The number of elements from which k elements are selected.
k: The number of elements that are selected.
In the first example, the method returns the number of ways to select 3 elements from 5 elements. The result is 60 ways. ๐
In the second example, the method returns the number of ways to select 5 elements from 10 elements. The result is 252 ways. ๐
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