El Naschie’s ε(∞) space–time, interface between Weyl–Dirac bubbles and Cantorian fractal superstring

In the non-relativistic approximation of the Weyl–Dirac fractal theory, we show that the bubble–bubble interface behaves as a junction of Josephson type: a negative gravitational resistance is its self structuring condition, it has memory through hysteresis and works in two oscillation regimes. The correspondence with El Naschie’s ε(∞) space–time is achieved, through the generation of the harmonics of Cantorian-fractal type, as well as through the separation of the oscillation regimes. In the linear regime of oscillation, the bubble–bubble interface works as a superstring of Cantorian-fractal type (El Naschie’s superstring).