Explore @npshub Open Source projects

NPS School of Computing (@npshub)

npshub

Stars
72
Global Org. Rank 66,509 (Top 22 %)
Registered almost 4 years ago
Most used languages

Jupyter Notebook
93.8 %

CSS
6.3 %
Location 🇳🇵 Nepal
Country Total Rank 268
Country Ranking

Jupyter Notebook
9

CSS
218

simulation

📖 Algorithms in simulation: Markov chain Monte Carlo, Hybrid Monte Carlo, Heat Bath Algorithm, Path integral, Density matrices etc.

Jupyter Notebook

python-fundamentals

:octocat: Python Basics with fundamental datastructure, loops, functions and class, input/output, plotting

Jupyter Notebook

quantum-computing

📖 Introduction to Quantum Computing and Projects 🚀

Jupyter Notebook

numpy

:octocat: Numpy for handling n-dim array, algebraic operation, plotting, statistics, and NumPy array functions 🚀

Jupyter Notebook

scipy

:octocat: Introduction to Scientific Computing (e.g., differentiation, integration, interpolation, differential equations) with Numpy, Scipy, Matplotlib, Pandas

Jupyter Notebook

pandas

:octocat: Pandas for Data frame, indexing, lambda functions, and Data visualization 🚀

Jupyter Notebook

documentation

:octocat: Documentation: Jupyter Notebook (Title, paragraph, table, figure etc), Math (Matrix, Equation etc), Mkdock website creation 🎓

Jupyter Notebook

npshub.github.io

🌏 NPS School of Computing GitHub Website

numerical-methods

📖 Numerical Methods

Jupyter Notebook

nuclear-physics

📖 Projects in Nuclear and Particle Physics

Jupyter Notebook

statistical-mechanics

📖 Projects in Statistical Mechanics

Jupyter Notebook

network-and-complex-system

📖 Tutorials and projects in Graph, Network and Complex System

Jupyter Notebook

classical-mechanics

📖 Projects in Classical Mechanics

Jupyter Notebook

electrodynamics

📖 Projects in Classical Electrodynamics

Jupyter Notebook

visualization

:octocat: Data Visualization with Matplotlib, Pandas, Seaborn , Plotly, Bohek 🚀

Jupyter Notebook

optimization

📖 Theory and Models in Optimization (e.g., finding the minimum of a function, finding roots, global and local minimum)

Jupyter Notebook