ASTR508
COSMOLOGY
THE COSMOLOGY OF AN ISOTROPIC UNIVERSE
Professor: Julio F. Navarro
List of
Topics
- RUDIMENTS OF GENERAL RELATIVITY
- 4-dimensional space-time
- The Equivalence Principle
- Riemann Tensor and Parallel
Transport
- Stress Energy Tensor
- Einstein Field Equations
- THE ISOTROPIC UNIVERSE
- The Cosmological Principle
- Cosmological Time
- Friedmann-Robertson-Walker Metric
- Cosmological Redshift
- Hubble's Law
- Angular Diameter Distances
- Luminosity Distance
- FRIEDMANN WORLD MODELS
- Dust Models with no Cosmological
Constant
- Newtonian analog
- The "flatness" problem
- Dust Models with non-zero
Cosmological Constant
- Miscellaneous Topics
- Matter and Radiation Eras
- Deceleration Parameter
- Horizons
- COSMOLOGICAL PARAMETERS
- Hubble's constant
- Deceleration parameter from SNIa
- Stellar time scales and the age of
the universe.
Problem
Set#1