Capítulos de Libro (12) Publicaciones en las que ha participado algún/a investigador/a

2019

  1. Afecto y conocimiento profesional docente en matemáticas

    Investigación sobre el profesor de matemáticas: Práctica de aula, conocimiento, competencia y desarrollo profesional (Ediciones Universidad de Salamanca), pp. 397-416

  2. Ambrose–Singer Connections and Homogeneous Spaces

    Developments in Mathematics (Springer New York LLC), pp. 41-58

  3. Chapter 6: Exploring Teacher’s Epistemic Beliefs and Emotions in Inquiry-Based Teaching of Mathematics

    Affect in Mathematical Modeling (Springer), pp. 131-157

  4. Classification of Homogeneous Structures

    Developments in Mathematics (Springer New York LLC), pp. 91-131

  5. Holonomy and the reconstruction problem in Lagrangian reduction

    Book of proceedings 2019 Interdisciplinary Colloquium in Topology and its Applications: in honour of professors Elena Martín Peinador and Eusebio Corbacho Rosas on the occasion of their retirements, Vigo, June 19-22, 2019 (Servizo de Publicacións), pp. 49-51

  6. Homogeneous Structures of Linear Type

    Developments in Mathematics (Springer New York LLC), pp. 133-169

  7. Locally Homogeneous Pseudo-Riemannian Manifolds

    Developments in Mathematics (Springer New York LLC), pp. 59-90

  8. Loops of legendrians in contact 3-manifolds

    Springer Proceedings in Physics (Springer), pp. 361-372

  9. On continuations of global attractors and their topological properties

    Book of proceedings 2019 Interdisciplinary Colloquium in Topology and its Applications: in honour of professors Elena Martín Peinador and Eusebio Corbacho Rosas on the occasion of their retirements, Vigo, June 19-22, 2019 (Servizo de Publicacións), pp. 23-24

  10. Pseudo-Riemannian Homogeneous Structures

    Developments in Mathematics (Springer New York LLC), pp. 1-227

  11. Reduction of Homogeneous Structures

    Developments in Mathematics (Springer New York LLC), pp. 171-195

  12. Where All This Fails: Non-reductive Homogeneous Pseudo-Riemannian Manifolds

    Developments in Mathematics (Springer New York LLC), pp. 197-221