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It seems that the latest data out of CERN suggest a mass of the Higgs Boson that is smack in the middle of what would be suggested by parallel universes/string theory and SuSy.

Do you think Edward Whitten, Savas Dimopoulos, and probably others could get together in a room to unify these two theories as Whitten did the multiple theories of string theory? Or are they too fundamentally different?

Of note, the "randomness" we get from the Born interpretation could be supported both by the higher dimensionality of string theory and the only-one way of SuSy given that extreme complexity with dependence often models as indepenence (randomness).

I'm no genius (at least in terms of IQ/SAT) but I spend enough time understanding and deriving the Gaussian distribution to understand that in it's simplest terms it is merely the mathematical enforcement of identical PDFs that are orthogonal to each other. But we model this distribution all of the time in complex systems with a lot of partial dependence that ends up largely cancelling out.

The Gaussian distribution of the mass of the Higgs Boson seems to beg for a unification of the ideas of one-way of SuSy and the multidimensionality of string theory--manifest in what we observe in the Born interpretation of quantum as random that which is in fact merely unobservably complex.

Do you think Edward Whitten, Savas Dimopoulos, and probably others could get together in a room to unify these two theories as Whitten did the multiple theories of string theory? Or are they too fundamentally different?

Of note, the "randomness" we get from the Born interpretation could be supported both by the higher dimensionality of string theory and the only-one way of SuSy given that extreme complexity with dependence often models as indepenence (randomness).

I'm no genius (at least in terms of IQ/SAT) but I spend enough time understanding and deriving the Gaussian distribution to understand that in it's simplest terms it is merely the mathematical enforcement of identical PDFs that are orthogonal to each other. But we model this distribution all of the time in complex systems with a lot of partial dependence that ends up largely cancelling out.

The Gaussian distribution of the mass of the Higgs Boson seems to beg for a unification of the ideas of one-way of SuSy and the multidimensionality of string theory--manifest in what we observe in the Born interpretation of quantum as random that which is in fact merely unobservably complex.

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