Daniela Rosca

Professor Daniela Rosca holds a position at the Department of Mathematics, Technical University of Cluj-Napoca, Romania. Her academic career includes a PhD in Approximation with Wavelets (2004) and a Habilitation Thesis on Wavelets on Two-Dimensional Manifolds (2012). She specializes in wavelet theory, numerical analysis, geometric modeling, and grid generation on manifolds.

Research Interests: Her work focuses on wavelet transforms on spheres and other manifolds, geometric mappings (area/volume preservation), numerical approximation methods, and applications in material science and computational geometry. Notable contributions include spherical wavelet bases, equal area projections, and optimal point configurations on spheres.

Publications: Over 30 peer-reviewed articles in journals like Applied and Computational Harmonic Analysis, Mathematics and Computers in Simulation, and SIAM Journal on Scientific Computing. Key topics include wavelet analysis on tori/spheres, sparse Legendre expansions, and grid generation in 3D rotation spaces.

Books: Authored textbooks on discrete mathematics, integral calculus, and wavelet analysis for academic use in Romania.