Many have asked, why does a theory fail? The challenge is establishing a physical connection. You have to step back and look at it this way. Anyone can take classical mechanics and introduce a variable to produce a ‘new’ approach. This is a critical problem pervasive throughout the community. This is NOT what physicists are looking for.
You might ask, isn’t that the point? No. Here’s why. Let us say that classical mechanics is a model described by A+B=C. But there is some unknown quality such that many results are askew.
Someone introduces a new idea E. It doesn’t matter what it is. But consider E(A+B)=EC. Now, maybe EC=h. So we have E(A+B)=h. Boom! We think E is this missing physics that solves amazing problems. All calculations result in perfect matches to the measured values.
Why is this a failure? We took something we already knew and multiplied it by a random value. Most physicists see through this right away. We’ve done this so many times that we can see it immediately.
MQ differs. Frames of reference are well understood. Discrete and non-discrete measure are well-understood. Planck Units are well-known. We ask only that one frame be discrete, the other not. This is a clear physical foundation without a concept E.
For clarity, LQG considers all frames discrete. Supersymmetry does not address discreteness. String Theory is in all likelihood and example of E, but so complex we cannot resolve it.
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