E-hologram equivalents to String Theory-vibrating strings in multiple dimensions

One possible equivalent derives from the nature of matter in the singularity as tendencies (or probabilities) for things to happen which are given dimension as a result of the addition of time.
These tendencies, once time is added, assume a linear quality outside of dimension which we experience as time which is why we often confuse it with another dimension.
If we look at time as burning along the life of a tendency and giving off dimension as it does so, we end up with the appearance of a string which is vibrating in three dimensions.  The difference is that the lengths immediately drop to infinitely small after time passes.
A very rough math model  for measurement of these "strings" along one axis would look like this:
a*1/b*i)+a*1/(c*I)+a*1+a*1/(d*I)+a*1/(e*I) where I is infinity and a is the length in our universe and b-e are numbers which could decrease in size from their proximity to o-space so that the string length is infinitely small except at the time when its measured in "o-space" time where it has its full measurement. 
There is a better exponential equation expression for b-e (which will be discussed below as 1+c/x as x goes from 1/c to c-or 1/I to I here) in this equation to provide greater mathematical clarity, but the basic point is that from our perspective it goes to zero in length, but if it is gradual, it gives rise to one of the possible dark matter theories which is these "fading" (at least in size) times.  How it gradually disappears (not necessarily shortening in our universe, perhaps just shortening in the amount of gravity it has, would be important IF this is a solution to dark matter.
Of course, except where b-e approach infinity; the only number in the series that is "real" is "a*1" so the "solution" suggests it is not the correct one; but the function of time as an infinitely thin universe touching on every tendency along the time-line length of the tendency means that some similar equation for time and tendency is relevant and we do end up with strings which "vibrate" in the sense that they come in at a linear series of "points" along their length to our universe disappearing from dimensions as we see them immediately afterwards.
Unfortunately, time would have to be infinitely slowed to see the process and we can only slow time along the speed of light which indicates that I in the equation above might have c substituted in some fashion which would indicate that it would be possible to observe the vibration, at least in theory (allow some substitution of c for I which is also counter-intuitive and artificially inserts the speed of light into the equation.  In fact, time has some interesting application to the linear nature of time, but that will have to wait for a separate blog. 
If the additive nature of time applied (allowing past tendencies to "lose dimension" and therefore discretely disappear, it would mean that time was discrete (quantum) and not linear which is also counter-intuitive but is as likely as the next thing in some respects.