Article,

General relativity without coordinates

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Il Nuovo Cimento (1955-1965), 19 (3): 558--571 (February 1961)

Abstract

Summary  In this paper we develop an approach to the theory of Riemannian manifolds which avoids the use of co-ordinates. Curved spaces are approximated by higher-dimensional analogs of polyhedra. Among the advantages of this procedure we may list the possibilityof condensing into a simplified model the essential features of topologies like Wheeler’s wormhole and a deeper geometricalinsight.

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