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Difference between revisions of "A Portal Special Presentation- Geometric Unity: A First Look"
A Portal Special Presentation- Geometric Unity: A First Look (view source)
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<p>[02:08:36] We then choose to add some stuff that we can't see at all that's dark and this matter would be governed by forces that were dark too. There might be dark electromagnetism and dark-strong, and dark-weak. It might be that things break in that sector completely differently and it doesn't break down to SU(3) cross SU(2) to cross U(1) because these are different SU(3), SU(2), and U(1)s, and it may be that there would be like a high-energy SU(5). | <p>[02:08:36] We then choose to add some stuff that we can't see at all that's dark and this matter would be governed by forces that were dark too. There might be dark electromagnetism and dark-strong, and dark-weak. It might be that things break in that sector completely differently and it doesn't break down to SU(3) cross SU(2) to cross U(1) because these are different SU(3), SU(2), and U(1)s, and it may be that there would be like a high-energy SU(5). | ||
<p>[02:09:05] Or some [[Pati-Salam | <p>[02:09:05] Or some [[Pati-Salam Model]]. Imagine then that chirality was not fundamental, but it was emergent that you had some complex and as long as they were cross terms, these two halves would talk to each other. But if they cross terms went away, the two terms would become decoupled. And just the way we have a left hand and we have a right hand, and you asked me, right? | ||
<p>[02:09:27] Imagine you have a neurological condition and in an Oliver Sacks sort of idiom. If somebody is only aware of one side of their body and they say, Oh my God, I'm deformed, I'm asymmetric, right? But we actually have a symmetry between the two things that can't see each other, | <p>[02:09:27] Imagine you have a neurological condition and in an Oliver Sacks sort of idiom. If somebody is only aware of one side of their body and they say, Oh my God, I'm deformed, I'm asymmetric, right? But we actually have a symmetry between the two things that can't see each other, | ||
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<p>[02:41:39] The quartic Higgs piece comes from the Dirac Squaring of a quadratic. Remember, there's an eddy tensor, which is quadratic in the augmented torsion. The metric does multiple duties. Here it's the main field in this version of GU with the sort of strongest assumptions as field content on that is originally on $$X$$ where as most of the rest of the field content is on $$Y$$. | <p>[02:41:39] The quartic Higgs piece comes from the Dirac Squaring of a quadratic. Remember, there's an eddy tensor, which is quadratic in the augmented torsion. The metric does multiple duties. Here it's the main field in this version of GU with the sort of strongest assumptions as field content on that is originally on $$X$$ where as most of the rest of the field content is on $$Y$$. | ||
<p>[02:42:06] But it also acts as the observer pulling back the full content of $$Y$$ onto X to be interpreted as if it came from $$X$$ all along, generating the sort of illusion of internal quantum numbers. And I should say that the | <p>[02:42:06] But it also acts as the observer pulling back the full content of $$Y$$ onto X to be interpreted as if it came from $$X$$ all along, generating the sort of illusion of internal quantum numbers. And I should say that the Pati-Salam theory, which is usually advertised as I think as SU(4)xSU(2)xSU(2) is really much more naturally Spin(6)xSpin(4), when the trace portion of the space of metrics is put in with the proper sign. | ||
<p>[02:42:40] If you're trying to generate the sector that begins as X(1,3). Remember $$X^d$$, where d equals four is the generic situation. But you have all these different sectors. I believe that these sectors probably exist if this model's correct, but we are trapped in the (1,3) sector. | <p>[02:42:40] If you're trying to generate the sector that begins as X(1,3). Remember $$X^d$$, where d equals four is the generic situation. But you have all these different sectors. I believe that these sectors probably exist if this model's correct, but we are trapped in the (1,3) sector. | ||
<p>[02:43:00] So you have to figure out what the implications are for pushing that indefinite signature up into an indefinite signature on the $$Y$$ manifold. And there are signatures that make it look like the | <p>[02:43:00] So you have to figure out what the implications are for pushing that indefinite signature up into an indefinite signature on the $$Y$$ manifold. And there are signatures that make it look like the Pati-Salam rather than Spin(10) [or] SU(5) line of thinking. | ||
====== Thanks & Final Thoughts ====== | ====== Thanks & Final Thoughts ====== | ||