David V. Svintradze

David V. Svintradze serves as Scholar-in-Residence Fulbright Professor in Biophysics and Adjunct Professor of Mathematics and Chemistry at the University of Massachusetts Lowell's Kennedy College of Sciences, holding joint appointments in the Department of Mathematics and Statistics and Department of Chemistry. His research bridges theoretical physics and biophysics through advanced geometric frameworks.

His educational foundation includes:

• Bachelor of Science (Physics, Honors), Tbilisi State University (2003)
• Master of Science (Physics, Honors), Tbilisi State University (2005)
• Doctor of Philosophy (Physics, Summa Cum Laude), Tbilisi State University (2006)

Svintradze specializes in applying Differential Geometry to biological and physical systems, with core expertise in Calculus for Moving Surfaces, Surface Dynamics, and Pattern Formation. His work develops mathematical solutions for complex surface phenomena in biophysical contexts, particularly membrane dynamics and interfacial physics. This theoretical foundation enables novel approaches to classical problems in fluid mechanics and thermodynamics.

His publication trajectory reveals consistent innovation in geometric modeling of physical systems, with recent work advancing fundamental equations in surface physics (Young-Laplace, Kelvin, Gibbs-Thomson) and exploring quantum analogies through droplet dynamics. The research demonstrates interdisciplinary convergence between pure mathematics, theoretical physics, and experimental biophysics.

Key recognitions include:

• Presidential Award for Best Young Scientist in Georgia (2005)
• Fulbright Scholar-in-Residence appointment (2024-2025)
• Simons Fellowship at Aspen Center for Theoretical Physics (2017)

Svintradze secured dual Principal Investigator grants from Georgia's Shota Rustaveli National Science Foundation (2022-2024): an FR Grant for fundamental research and STEM Grant for educational initiatives. His international collaborations span the Max Planck Institute for Physics of Complex Systems (2018) and Niels Bohr Institute (2024), where he delivered seminars on geometric generalizations of biophysical equations.

Current research integrates moving manifold calculus with biophysical modeling through active partnerships with theoretical physics centers in Europe, focusing on extending geometric frameworks to complex biological interfaces.