Key research themes
1. How can GPS geodesy contribute to understanding crustal deformation and natural hazard mitigation?
This research theme focuses on leveraging the high-precision positioning capabilities of GPS geodesy to investigate crustal deformation processes and improve natural hazard early warning systems. It encompasses methods of integrating GPS-derived displacement data with geophysical and geological observations, as well as analyzing signal disturbances related to atmospheric and environmental processes. Advancements in this area enhance societal resilience to tectonic hazards by refining models of Earth's surface dynamics.
2. What are the advances in geodesic computations and stability analyses in Riemannian and semi-Riemannian geometries?
This theme addresses computational techniques for calculating geodesics on various manifolds—including Riemannian, semi-Riemannian, and Lorentzian spacetimes—and the mathematical frameworks for their stability analysis. It covers numerical methods, variational principles, and geometric approaches such as differential forms and curvature-based stability functions. Understanding geodesic behavior and their perturbations is essential in mathematical physics and astrophysics, underpinning models in general relativity and theoretical cosmology.
3. How can global geopotential models and metrology techniques be optimized for precise geoid and gravity field determination?
This theme explores the evaluation and enhancement of global geopotential models (GGMs) integrated with terrestrial gravity data to improve gravimetric geoid computation accuracy. It assesses methodologies for combining satellite-derived and terrestrial datasets, refractivity corrections in optical metrology, and large-scale baseline establishment. Optimization of GGMs and metrological strategies ensures better local gravity field representation, fundamental for high-precision geodesy and related Earth sciences.