Abstract
Certain properties of fractal lattices are independent of the Euclidean embedding. The implications of this invariance are discussed for various problems: the conductivity of percolation clusters, inequalities between intrinsic dimensions, and the diffusion coefficient in a flow through a porous medium Certaines proprietes des reseaux fractals sont independantes du plongement euclidien. On discute les consequences de cette invariance pour divers problemes: conductivite d'amas de percolation, inegalites entre dimensions intrinseques, coefficient de diffusion dans un milieu poreux en presence d'un ecoulement
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