Discrete Time And Infinitessimal Metrics

Although discrete time only goes down to the limited duration of the instanton -- which is 10^(-43) of a second --, metrics must go down to the infinitessimal in order for hermitian motion to exist. Metrics that are smaller than an instanton do not individually go a discrete number into an instanton, yet, the condtion that there is a flow of substringular motion indicates the conditon that kinematics may often describe activity that is way the heck smaller than an intanton. As an ansantz, pure Fourier Transformations always appertain to a sequential series of one or more instantons that bear at least some codifferentiable-based organization. Yet, the condition of superstrings being guided into subsequent associations with other superstrings shows that there are countless metrics and types of metrics that are anywhere from barely less duration than an instanton down to a level of duration that is way smaller -- down to infinitessimal metrics. The instanton is a discrete unit of time because instanton is where superstrings are basically at a standstill, and, are thus in an organized condition enough so that life forms may be able to grasp the entity of their said durations.