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[Q:] Haar Measure
Posted:
Jun 17, 1996 8:58 PM


One of the results of "A Linear Solution of the FourDimensionality Problem", Europhysics Letters 32 (8), pp.621626, (1995), is that integration over spacetime S is run by Haar, not Lebesgue, since S receives a locally compact nonAbelian Lie group {SU(2)xR+} structure, where R+ is the multiplicative group of positive reals. Can a Riemannian metric over S be made (at least weakly) consistent with this measure?



