Abstract
We show that the Connes-Consani semi-norm on singular homology with real coefficients, defined via s-modules, coincides with the ordinary l(1)-semi-norm on singular homology in all dimensions.
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We show that the Connes-Consani semi-norm on singular homology with real coefficients, defined via s-modules, coincides with the ordinary l(1)-semi-norm on singular homology in all dimensions.
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