Academic Journey

Educational Excellence: From B.Tech to Ph. D

🎓 Doctoral Degree (2015-2020)

  • Ph.D. in Electrical Engineering
    Indian Institute of Technology (IIT) Kanpur, India (Dec 2015 - Feb 2020)
    Specialization: Signal Processing, Communications & Networks
    Supervisor: Prof. Vinay P. Namboodiri
    Thesis: Towards Understanding Vision and Language Systems: Controllability, Uncertainty & Interpretability for VQA and VQG
    🏆 Award: Best Doctoral Dissertation Award by IUPRAI at ICVGIP 2020

🎓 Master's Degree (2009-2012)

🎓 Bachelor's Degree (2003-2007)

📚 Doctoral Course Work (IIT Kanpur)

  • Computer Vision and Image Processing - Advanced techniques in visual perception and image analysis

  • Video Signal Processing - Temporal processing and video understanding

  • Speech Signal Processing - Audio processing and speech recognition

  • Selected Topics of Image Processing - Cutting-edge research in imaging

📚 Master's Course Work (IIT Bombay)

  • Digital Signal Processing - Core DSP algorithms and implementation

  • Adaptive Signal Processing - Real-time adaptive filtering techniques

  • Statistical Signal Analysis - Stochastic processes and estimation theory

  • Image Processing - Fundamentals of digital image processing

  • Wavelets Transform - Multi-resolution analysis and applications

  • Embedded System Design - Hardware-software co-design

  • Applied Linear Algebra - Mathematical foundations for signal processing

  • Information Theory & Coding - Entropy, compression, and error correction

  • Introduction to Communication Networks - Network protocols and architectures

  • Radiating Systems - Antenna theory and electromagnetic waves

  • Hardware Description Languages - Verilog & VHDL for FPGA/ASIC design

💻 Online Courses & Certifications

📖 Audit Courses (IIT Kanpur)

  • CS671: Introduction to Natural Language Processing - Text processing and language models

  • CS771: Introduction to Machine Learning and Probabilistic Modeling - Statistical learning theory

  • CS774: Optimization Techniques - Convex optimization and numerical methods