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In this brief paper we justify observations made in El Naschie's paper " On the Unification of the Fundamental Forces... " , on the Planck scale, fractal space time and the unification of interactions, from different standpoints. In a recent paper El Naschie[1] has emphasized the intimate connection between the Planck length, the Compton wavelength and a unification of the fundamental interactions within the framework of complex time and a frac-tal Cantorian space. We will now make some observations which justify the contentions made in the above paper, from different standpoints. 1. Complex Time: It has been pointed out[2, 3, 4] that Fermions can be thought of as Kerr-Newman Black Holes, in the context of quantized space time: There are minimum space time intervals, and when we average over these, Physics arises. Within the minimum intervals, we encounter un-physical Zitterbewegung effects, which also show up as a complexification of coordinates[5]-indeed they are the double Weiner process discussed by Abbott and Wise, Nottale and others. It may be mentioned that the transition from the Kerr metric in General Relativity to the Kerr-Newman metric is obtained by precisely such a complex shift of coordinates, a circumstance which has no clear meaning in Classical Physics[6]. On the other hand it is this " Classical " Kerr-Newman metric which describes the field of an electron 1