This fully revised and updated Second Edition of an incomparable reference/text bridges the gap between modern differential geometry and the mathematical physics of general relativity by providing an invariant treatment of Lorentzian geometry - reflecting the more complete under…
Global Lorentzian geometry
by Beem, John K., Ehrlich, Paul E., Easley, Kevin L.
fromPure and applied mathematics
This fully revised and updated Second Edition of an incomparable reference/text bridges the gap between modern differential geometry and the mathematical physics of general relativity by providing an invariant treatment of Lorentzian geometry - reflecting the more complete under…
Global Lorentzian geometry
by Beem, John K., Ehrlich, Paul E., Easley, Kevin L.
fromPure and applied mathematics
This fully revised and updated Second Edition of an incomparable reference/text bridges the gap between modern differential geometry and the mathematical physics of general relativity by providing an invariant treatment of Lorentzian geometry - reflecting the more complete under…
