Walter Hehl

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In continuing our series on metric-affine gravity (see Gronwald IJMP D6 (1997) 263 for Part I), we review the exact solutions of this theory. file magexac6.tex, 1999-02-22 Typeset using REVTEX E-mail: hehl@thp.uni-koeln.de. Permanent address: Institute for Theoretical Physics, University of Cologne, D–50923 Köln, Germany E-mail: amac@xanum.uam.mx 1 I.(More)
We continue our investigation of a variational principle for general relativity in which the metric tensor and the (asymmetric) linear connection are varied independently. As in Part I, the matter Lagrangian is minimally coupled to the connection and the gravitational Lagrangian is taken to be the curvature scalar, but we now relax the Riemannian constraint(More)
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