José Gómez Torrecillas

Timetable for personal attention

Teaching

• Bachelor's Degree in Computer Engineering and Bachelor's Degree in Mathematics
  • Algebra 3
• Bachelor's Degree in Mathematics
  • Modern Algebra
• Doctoral Programme in Physics and Mathematics
  • Research Period - Geometry and Dynamics of Relativistic Particles and Strings: Lorentzian Geometry and Gravitation
  • Research Period - Associative Algebras: Formal and Effective Methods. Finitely Generated Monoids, Homotopy Theory, Computational Algebra, Hopf Algebras and Quantum Groups
  • Research Period - Functional Analysis, Fourier Analysis, Infinite-Dimensional Geometry, Operator Algebras: C* Algebras
  • Research Period - Dynamical Systems, Hamiltonian Dynamics, Qualitative Theory of Differential Equations, Optimisation and Variational Methods, Non-Linear Analysis and Elliptic Equations
  • Research Period - Minimal Surfaces, Constant Mean Curvature Surfaces, Isoperimetric Inequalities, Geometric Measure Theory and Heisenberg Groups
• Master's Degree in Teacher Training for Compulsory and Upper Secondary Education, Vocational Education and Training (Vet) and Language Teaching
  • Free Elective Module - Symmetries and Lie Groups in Mathematical Physics
• Master's Degree in Physics and Mathematics - Fisymat
  • Module 4: Mathematical and Theoretical Physics - Symmetries and Lie Groups in Mathematical Physics
• Master's Degree in Physics and Mathematics - Fisymat
  • Module 4: Mathematical and Theoretical Physics - Symmetries and Lie Groups in Mathematical Physics
• Master's Degree in Physics and Mathematics - Fisymat
  • Module 4: Mathematical and Theoretical Physics - Symmetries and Lie Groups in Mathematical Physics