معرفی
Daniel Cameron Campbell is a Researcher at the Department of Mathematical Analysis, Faculty of Mathematics and Physics, Charles University, Prague. He teaches advanced courses on Sobolev spaces and calculus, focusing on nonlinear elasticity and geometric function theory.
- Research Interests: Ball-Evan's approximation, mappings of finite distortion, nonlinear elasticity, Sobolev embeddings
- Teaching: Derivatives and Integrals for Advanced Levels (NMMA437), Mathematical Analysis I (NOFY151)
Research Trends: His recent work addresses approximation of Sobolev and BV homeomorphisms, focusing on diffeomorphic and piecewise affine methods. He explores topological constraints, Jacobian sign preservation, and applications to nonlinear elasticity and metric measure spaces.
Scientific Contributions: Principal Investigator for GAČR grant 20-19018Y (2020–2022) on analytical tools for variational problems. Organized workshops: GeoCa 20 (2020), Per Partes (2021), GeoCa 22 (2022).
Contact: Email daniel.campbell@mff.cuni.cz or campbell@karlin.mff.cuni.cz.
