Hi, my name is
Kumar Azad.
Theoretical & Mathematical Physicist
An independent researcher in AI, Quantum Computing, Physics, and Mathematics. My expertise encompasses Quantum Mechanics, Statistical Mechanics, Quantum Field Theory, General Relativity, Condense Matter Physics, Electrodynamics, Atomic and Molecular Physics, and Special Theory of Relativity. I apply computational methods to develop rigorous mathematical models and innovative solutions for complex physical problems.
About Me
I am a researcher based in Bihar, India, with a strong foundation in both Physics and Mathematics. Currently pursuing an M.Sc. in Mathematics at Mangalayatan University (2024-Present), I combine rigorous mathematical structures (Number Theory, Complex Analysis, Special Functions) with high-energy physics applications.
My research spans from investigating Ramanujan's Lost Notebook identities for field-theoretic applications to exploring Positive Geometry in Scattering Amplitudes. I'm particularly interested in QCD kinematics, twistor-space geometry, and amplituhedron formulations.
Coding Platforms
Experience
Education
Coursework
Core Physics: Classical and Modern Physics, Mechanics, Heat and Thermodynamics, Wave and Oscillations, Introduction to Optics, Quantum Mechanics, Electrostatics and Electric Current, Electrodynamics, Atomic and Molecular Physics, Solid State Physics, Nuclear and Particle Physics, Non-Linear Optics, Introduction to Lab View, Introduction to Quantum Computation
Advanced Physics: Special Theory of Relativity, Free Space and Optical Fibre Communication, Analog and Digital Electronics, Introduction to Impedance Spectroscopy and ZView Lab, Research Projects I & II
Mathematics & Computational: Mathematical Physics, Linear Algebra, Differential Equations, Complex Analysis, Elementary Number Theory, Introduction to Partial Differential Equations, Mobile Application Development (Java), Web Programming
Laboratory & Practical: Physics Lab (Mechanics, Thermodynamics, Optics, Electronics, Electrodynamics), Atomic & Molecular Physics Lab, Solid State Physics Lab, Department Seminar
General Education: Introduction to Communicative English, Psychology for Everyday Living, Critical Thinking, Idea of India, Introduction to Environmental Science
Mathematics Coursework
Core Mathematics: Real Analysis, Abstract Algebra, Partial Differential Equations, Differential Geometry, Classical Mechanics, Complex Analysis, General Topology
Applied & Computational: Numerical Methods, Operations Research
Programming & Practical: Programming in C, Programming in C Lab
Applied Physics Coursework
Semester 1 Courses: Classical Mechanics, Quantum Mechanics, Electronics, Mathematical Physics, MATLAB, Integrated Physics Lab-I, Japanese-I, Basics of Communication, Behavioural Science
Semester 2 Courses: Quantum Mechanics II, Electrodynamics, Atomic and Molecular Physics, Statistical Physics, Condensed Matter Physics-I, Integrated Physics Lab-II, Japanese-II, Workshop on Communication Skills and Psychological Behaviour Skills
Research Experience
Investigating identities and series from Ramanujan's Lost Notebook to develop rigorous integral transforms and analytical structures. Aim to use these formulations to model and analyze physics problems in strong-interaction and field-theoretic settings.
Explored geometric formulations of scattering amplitudes with applications to QCD kinematics and twistor-space mapping. Focused on Scattering Dynamics and Amplituhedron Geometry.
Studied charged-particle dynamics under intense fields and toroidal confinement using numerical TDSE (Time-Dependent Schrödinger Equation) solvers. Applied computational methods to model ultrafast electron dynamics in attosecond laser systems.
Technical Skills
Quantum Mechanics, QCD, Effective Field Theories, Quantum Field Theory, Scattering Theory, Statistical Physics, Nuclear Physics
Linear Algebra, Differential Equations, PDEs, Complex Analysis, Number Theory, Mathematical Physics, Special Functions
C, C++, Java, MATLAB, Python, IBM Qiskit, Numerical TDSE, Mathematica, LaTeX
English (Proficient), Hindi (Native), Sanskrit (Reading), Japanese (Basic)
Certifications & Achievements
- IBM Quantum (2025): Quantum Diagonalization Algorithms, Quantum Machine Learning, Variational Algorithm Design, Fundamentals of Quantum Algorithms, Qiskit Global Summer School
- Washington Institute (2025): Quantum Algorithms to Solve PDEs (Module 2), Quantum Algorithms for Nonlinear Problems (Module 5)
- NPTEL Certifications (2025): Algebra II (IMSc) - 58%, Basic Linear Algebra (IIT Bombay) - 54%
- NPTEL Certifications (2024): Fundamentals of Attosecond Science and Technology (IIT Madras-Tirupati) - 46%, Coherence and Quantum Entanglement (IIT Kanpur) - 44%
- IIT Workshops (2024): Winter School on Intense Laser Science (IIT Jodhpur), Workshop on Quantum Computation (IIT Delhi)
- Google AI Essentials (2024): Coursera Certification
- MathWorks: MATLAB Fundamentals (2023)
Conferences & Schools
- 2025: School for Advanced Topics in Particle Physics (SATPP) - ICTS-TIFR
- 2025: Positive Geometry School (POSGT) - International Centre for Theoretical Sciences
- 2024: Winter School on Intense Laser Science (WiSILS) - IIT Jodhpur< (December 2024) - 6-Day Training on Laser-Matter Interaction, Theoretical and Experimental Formalism
- 2024: Workshop on Quantum Computation - IIT Delhi
- 2024: Conference on Algebraic Geometry in Mathematical Physics (Online)
- 2024: Combinatorics in Fundamental Physics (Online)
Experience
Conducting independent research in theoretical physics and mathematics with focus on quantum computing, amplituhedron geometry, and attosecond physics. Actively developing research projects and publishing findings.
Projects
In-depth analysis of identities and series from Ramanujan's Lost Notebook for theoretical physics applications.
Comprehensive review of quantum mechanics principles and advanced topics with focus on computational applications.
Exploring geometric formulations and positive geometry structures in quantum amplitudes.
Research on variational algorithms and quantum optimization techniques for mathematical problem-solving.
Computational modeling of ultrafast electron dynamics using TDSE (Time-Dependent Schrödinger Equation) solvers.
Collection of solutions and analysis of problems in classical mechanics, quantum theory, and field theory.
Skills (10)
C, C++, Java, MATLAB, Python, JavaScript, LaTeX
IBM Qiskit, Variational Algorithms, Quantum ML, Quantum Optimization
Quantum Mechanics, QCD, PDEs, Complex Analysis, Fourier Analysis, Differential Geometry
Mathematica, NumPy, SciPy, Git, Numerical TDSE, Data Analysis
Literature Review, Mathematical Modeling, Computational Physics, Problem-Solving, Academic Writing
Amplituhedron Geometry, Attosecond Physics, Positive Geometry, Scattering Amplitudes
Proof Formalization, Mathematical Verification, Formal Methods
Linear Algebra, Numerical Methods, Operations Research, Special Functions
Neural Networks, Deep Learning, Pattern Recognition, AI Applications in Physics
Scientific Papers, Technical Documentation, Research Presentations, LaTeX Documents
Courses & Training (31 Total)
Quantum Field Theory, General Relativity, Advanced Quantum Mechanics, Statistical Mechanics, Electrodynamics
Abstract Algebra, Real Analysis, Complex Analysis, Differential Geometry, PDEs, Linear Algebra
Quantum Algorithms, IBM Quantum, Washington Institute Modules, Google AI Essentials
Attosecond Science, Quantum Entanglement, Amplituhedron Geometry, Coherence Theory
Algebra II (IMSc), Basic Linear Algebra (IIT Bombay), Attosecond Science, Quantum Entanglement
Physics Lab, Atomic & Molecular Physics Lab, Solid State Physics Lab, Electronics Lab
Languages (4)
English (Proficient) - Professional & Academic Communication, Technical Writing, Presentation Skills
Hindi (Native) - Fluent in reading, writing, and speaking
Sanskrit (Reading) - Classical knowledge and research context
Japanese (Basic) - Elementary communication and technical terminology