On the unification of the fundamental forces and complex time in the space

Motivated by some recent contributions by various authors in the use of the so-called complex time (0±it) and Cantorian space in particle physics and cosmology, the present paper gives a preliminary analysis and some possible applications of these relatively new concepts in the quest for a general theory which may unify all the four fundamental forces known at present. In the course of the analysis presented here, we will give a derivation of a fundamental length in conceptually two different but complementary ways. The so-obtained fundamental length turned out to be of the order of magnitude of the Planck length (10−33 cm) and we discuss the possible existence of a transcritical fundamental particle with a mass related to the Planck mass (10−5 g) and to a mini black hole with a Schwarzschild radius which is of the order of the Planck length.