  Content:
  1. Introduction
  2. Regge calculus and dynamical triangulations
  Simplicial manifolds and piecewise linear spaces - dual complex and volume
elements - curvature and Regge action - topological invariants - quantum Regge
calculus - dynamical triangulations
  3. Two dimensional quantum gravity, dynamical triangulations and matrix
models
  continuum formulation - dynamical triangulations and continuum limit - one
matrix model - various matrix models - numerical studies - c=1 barrier -
intrinsic geometry of 2d gravity - Liouville at c>25
  4. Euclidean quantum gravity in three and four dimensions
  what are we looking for? - 3d simplicial gravity - 4d simplicial gravity - 3d
and 4d Regge calculus
  5. Non-perturbative problems in two dimensional quantum gravity
  double scaling limit - string equation - non-perturbative properties of the
string equation - divergent series and Borel summability - non-perturbative
effects in 2d gravity and string theories - stabilization proposals
  6. Conclusion
