Theoretical Physics • Nonlinear Dynamics • Scientific Computing

I work at the intersection of theoretical physics and computational modeling, with emphasis on:

• Nonlinear dynamical systems and chaos
• Cosmological models with scalar fields
• General relativity and geodesic analysis
• Numerical methods for high-dimensional systems

• Analysis of chaotic behavior in cosmological scalar field models
• Computation of Lyapunov exponents and bifurcation structures
• Study of invariant manifolds and strange attractors
• Development of high-performance numerical solvers (Python, C, Fortran)

Languages
Python • C • Fortran • LaTeX • Mathematica

Scientific Libraries
NumPy • SciPy • Matplotlib • SymPy • Pandas

HPC / Parallel Computing
GSL • OpenMP • MPI

Tools & Environment
Git • Linux • VSCode • Jupyter

• Dynamical system integration (RK methods, adaptive solvers)
• Poincaré sections and phase space analysis
• Bifurcation diagrams and parameter exploration
• Lyapunov spectrum computation

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Scientific computing meets nonlinear dynamics ⚡