Welcome to my GitHub profile! I'm a passionate Data Scientist and AI enthusiast, constantly exploring the exciting world of data, machine learning, and artificial intelligence. Through this repository, I aim to share my projects, experiments, and learning journey.

• Physics
• Data Science
• Artificial Intelligence (AI)
• Machine Learning (ML)
• Deep Learning (DL)
• Computer Vision (CV)
• Natural Language Processing (NLP)
• Data Visualization
• Big Data & Cloud Technologies

• Languages: Python, SQL, R
• Libraries & Frameworks:
  • Data Science: Pandas, Numpy, SciPy
  • Machine Learning: Scikit-Learn, XGBoost, LightGBM
  • Deep Learning: TensorFlow, Keras, PyTorch
  • Computer Vision: OpenCV, YOLO, TensorFlow Object Detection API
  • NLP: SpaCy, Transformers, NLTK
• Data Visualization: Matplotlib, Seaborn, Plotly
• Version Control: Git, GitHub
• Cloud: AWS, Google Cloud Platform (GCP)
• Databases: MySQL, MongoDB

• Advanced NLP techniques
• Reinforcement Learning
• Cloud computing for AI

Feel free to connect with me on LinkedIn or Email. I’m open to discussions, collaborations, and feedback!

• DeepFake-Video-Detection
• AI-Based-Chatbot-for-Mental-Health
• Predicting-Agricultural-Yield-with-Machine-Learning
• AI-Enhanced-Fake-News-Detection-System

The Poisson equation is expressed as:

$$ \nabla^2 \phi(\mathbf{r}) = f(\mathbf{r}) $$

In electrostatics, the Poisson equation is:

$$ \nabla^2 \phi(\mathbf{r}) = -\frac{\rho(\mathbf{r})}{\epsilon_0} $$