Argitalpenak (97) PEDRO BARGUEÑO DE RETES argitalpenak

2024

  1. Static and spherically symmetric vacuum spacetimes with non-expanding principal null directions in f(R) gravity

    European Physical Journal C, Vol. 84, Núm. 7

  2. The Interplay between Tunneling and Parity Violation in Chiral Molecules

    Entropy, Vol. 26, Núm. 6

2023

  1. A Static and Spherically Symmetric Hairy Black Hole in the Framework of the Gravitational Decoupling

    Fortschritte der Physik, Vol. 71, Núm. 4-5

  2. Basics of General Relativity: A Bird’s Eye

    SpringerBriefs in Physics (Springer VS), pp. 7-8

  3. Black Hole Thermodynamics and the Penrose-Rindler Equation

    SpringerBriefs in Physics (Springer VS), pp. 63-66

  4. Comparing f(R) and scale-dependent gravities

    European Physical Journal C, Vol. 83, Núm. 12

  5. Final Comments

    SpringerBriefs in Physics (Springer VS), pp. 67

  6. Gravitational Decoupling as a Generator of Curvature and Matter Distribution

    Fortschritte der Physik, Vol. 71, Núm. 6-7

  7. Introduction

    SpringerBriefs in Physics (Springer VS), pp. 3-5

  8. Light rings in static and extremal black holes

    Physical Review D, Vol. 107, Núm. 10

  9. Nariai-like black holes in light of scale-dependent gravity

    European Physical Journal C, Vol. 83, Núm. 9

  10. Preface

    SpringerBriefs in Physics

  11. Self-Gravitating Spheres and Fluid Distributions: A GHP Approach

    SpringerBriefs in Physics (Springer VS), pp. 53-62

  12. Spherically Symmetric Solutions: A GHP Approach

    SpringerBriefs in Physics (Springer VS), pp. 43-51

  13. The GHP Equations, Bianchi Identities and Commutator Relations

    SpringerBriefs in Physics (Springer VS), pp. 35-38

  14. The Newman-Penrose Formalism

    SpringerBriefs in Physics (Springer VS), pp. 9-24

  15. The Penrose-Rindler Equation

    SpringerBriefs in Physics (Springer VS), pp. 39-40

  16. Threefold way to black hole entropy

    Physical Review D, Vol. 107, Núm. 6

  17. Tools for the GHP Formalism

    SpringerBriefs in Physics (Springer VS), pp. 25-34

2022

  1. Complexity factor for black holes in the framework of the Newman–Penrose formalism

    Annals of Physics, Vol. 443