M\'ethodes aux grandes \'echelles pour mesurer la topologie (globale) de l'Univers
Abstract
Several recent large length scale methods of detecting the topology of the Universe are briefly reviewed. Three-dimensional methods include those of Lehoucq, Luminet & Lachi\`eze-Rey (1996), Roukema (1996) and Roukema & Edge (1997). The two-dimensional ``circles'' method of Cornish, Spergel & Starkman (1996b) is also mentioned.
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