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The Supersymmetry 18^{th} March 2014
The string theory envisions a supersymmetry which correlates the force and matter in nature. The force is represented by bosons whereas the matter is represented by fermions. Every particle observed in nature should have a superpartner, which LHC is supposed to prove at high energy scales (~TeV). So far we have not succeeded in doing so.
The world we exist in has basic symmetries such as translational
symmetry, rotation symmetry, and the symmetry with respect to the
inertial frames. If we could add the supersymmetry to these
symmetries, we should be able to combine spacetime with matter and our
description will be complete. However it also means measurements in
Planck's domain, which implies the limits of our capabilities. In other
words if we can think of the description in terms of discrete
measurement space, then the Planck's domain will represent the minimum
quantum of discreteness and thus measurements in this region will
require maximum capacity of the observer i.e. they will not be easy to
perform with our current state of knowhow. The observerdefinedorigin of the discrete measurement space represents the maximum capacity of the observer Obs_{j}, the observer in jspace. Therefore the earliest symmetry we can introduce, is the symmetry to accurately determine the origin in terms of the observer capacity. We do this by allowing another observer, Obs_{j}^{0} which has identical capacity to Obs_{j} and it is used as the reference. Next we provide the description with respect to the definedorigin which has an implicit symmetry we called Virtual Twin Symmetry or VTS. The quantum nature of the space is quite evident. The description of the nature as observer Obs_{j} perceives it, is not assumed to be absolute but instead limited by the maximum of the observer's (Obs_{j}'s), capacity. The true character of Nature remains indeterminate at best for any observer, and hence VTS is a requirement for any description an observer can provide within his or her limited capacity.
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