Chapter 1 The Fundamental Group and Torsion Group of Beauville Surfaces

Chapter 2 Regular Algebraic Surfaces, Ramification Structures and Projective Planes

Chapter 4 Strongly real Beauville groups

Chapter 5 Beauville Surfaces and Probabilistic Group Theory

Chapter 6 The Classification of Regular Surfaces Isogenous to a Product of Curves with  $$\chi ({\mathcal {O}}_S)= 2$$ χ ( O S ) = 2

Chapter 7 Characteristically Simple Beauville Groups, II: Low Rank and Sporadic Groups

Chapter 8 Remarks on Lifting Beauville Structures of Quasisimple Groups

Chapter 9 Surfaces Isogenous to a Product of Curves, Braid Groups and Mapping Class Groups

Chapter 10 On Quasi-Étale Quotients of a Product of Two Curves

Chapter 11 Isotrivially Fibred Surfaces and Their Numerical Invariants