🔬 Research

My research work lies at the intersection of nonlinear dynamics, data-driven modeling, and artificial intelligence, combining analytical reasoning with large-scale computation. I address forward and inverse problems, developing models that not only reproduce observed phenomena but also reveal the mechanisms that govern system behavior.

I work across a broad range of applications, including origami-inspired metamaterials, energy harvesting systems, smart and adaptive structures, and epidemiological dynamics. A recurring theme in my research is integrating quantitative modeling and qualitative analysis to uncover nontrivial features such as multistability, bifurcations, robustness, and uncertainty—elements that directly inform engineering design, control strategies, and decision-making.

Much of my work involves building computational models, running simulations, and extracting meaning from data to support better prediction, optimization, and resilience in engineered and societal systems. I typically develop these projects through international, interdisciplinary collaborations that connect theory, computation, and real-world applications.

✨ Overall, my work is guided by a long-term vision: using mathematics and computation to turn complexity into understanding — and understanding into solutions for technological and societal problems.

🔬 Research Interests

📢 Mathematical & Computational Modeling

• 🌀 Nonlinear Dynamics
• 🖥️ Computational Mechanics
• 🎲 Uncertainty Quantification
• 🔄 Inverse Problems
• 🎯 Reduced-Order Modeling
• ⚙️ Non-convex optimization
• 📊 Machine Learning & Data Science

💡 Emerging Technologies

• 〰️ Metamaterials
• 🔋 Energy Harvesting
• 🦢 Origami Engineering
• 🤖 Artificial Intelligence

🌍 Applications and Challenges

• 🔍 Structural Health Monitoring
• 🦠 Epidemiology
• 🏥 Biomedical Engineering

📊 Collaboration Distance Metrics:

• Erdös number: 4
• Einstein number: 6

📜 Academic Lineage

My academic lineage traces back to some of the greatest mathematicians in history, including Euler, Lagrange, Gauss, and Hilbert. Check my academic genealogy:

📌 Simple Genealogy Tree
📌 Detailed Genealogy Tree
📌 Math Genealogy Page