Suppose a physical theory is parametrized by a time variable

*t*. Considerations lead to a second dimension of time (or super-time/meta-time) when things 'really' are,

*t'*, and in fact there is an infinite sequence

*t''*,

*t'''*... Since this phenomena is so common it's possible that it is a natural feature of time. This suggests a parametrization of the theory (

*t*, now

_{t}) instead, where

(1) (

*t*, now

_{t}) = ((

*t*, now

_{t}), now

_{t}) = ...

The question then is what relations are there among the now

_{t}for different values of

*t*. These are discreet, infinite dimensions.

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