Igor Rodnianski, (some) Things you always wanted to know about Mathematical General Relativity

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  • @LaboriousCretin
    @LaboriousCretin 7 місяців тому +1

    You used a Penrose diagram but only for photonic and no fields boundaries/hyperfields and G-flows onto the boundary layer. You can fill that diagram out more with the boundary layers. QM and the last stable orbit of a electron in a specific energy density regime. CMB. Superfluidity of neutrinos condensing onto a boundary layer before melting as one neutrino type. The gluonic layer and melt factor, contributions to the neutrino layer and photonic reaction/defraction from the boundary layer if any. A ghost boojum made from neutrinos condensing onto a boundary layer before melting as one neutrino type. ( like the H3 boojum superfluidity but with neutrinos). The 4 solutions to a singularity. 1 you know. The hybridized particles that can be made in energy density regime's. The highest probability spots hawking radiation shows up at. ( gravitational waves and particle production in a density regime). The Q.C.D. showing one first neutrino type and contributions to polarization. The 2 types of string and 2 of quantum field theories that fit R=0. How R=0 is a future event that is censored in ways. The more you throw in the further the particle gets pushed forward in time at the center. The false infinites coming from how far forward in time you can push things. The universe another limit to that. Black holes being finite systems and the universe as a finite system and natural cutoff regime. The universe decayed out to photons and the size then, and calculating the next over probalistic universe. Yes you can calculate it also. You guys need to start with the types of solutions to R=0 false infinites or singularity anomalies. 1) pinched string,2) photonic virtually made particle, 3) quantum field theory and boundary layers, 4) QFT and string hybridized solutions, 5) normal Poincare solutions. 6) quantum tunneling recycling within energy density regime's, hyperlooping from G-flows and energy states. Black holes and the universe being finite systems with finite solution set's. Yes plural sets. Your stuck on one for reasons and need to analyze more. The future may be a infinite set, but black holes are finite and evaporate through hawking radiation and you can calculate the life span/time. Same with the universe. You can calculate when the last particle decays. When things become photonic and no normal matter left. Time losses any meaning. I.E. one type of end to the universe. That and size of the universe then. Gives a probabilistic to the next universe over and how many light years out/over. One of the solution sets to R=0 from gravitational collapse and degeneracy from neutron stars is a specific particle from the particle zoo. Caught splitting from one to 2 with photons surounding it all in a very specific way. GR,SGR,QM,QTF all solid. Q.C.D. seems to matter more as you get to the center and some fields melt/merge/degeneracy. Multiple solution set's to black holes and big bang. Though most people seem to be stuck with one type and no complete solution set for them yet when you get down to it. String failing to hit the universes cutoff regime and dimensional collapse or string collision/pop, or even brain layers colliding or being punched through and the universe as a natural cutoff. Or Q.F.T. as brain layers/field layers and F.T.L. in those field layers and polarization from Q.C.D.. The types of particles allowed in high energy density regime's. You all are clay mathematics and should be all over this stuff. Like thousands of times better than me. Yet I see everyone stuck on simple mind exorcizes. Black holes, finite, solved. Information and energy conserved. Everything mapable and accounted for. Finite system with finite solution set's. Shwartzschild for total mapping of particles and Kerr for flow and mixing and deformed topologies. Time dilation mapping and the g factor or being a factor of gamma. Langlands photonic periodicy and L functions and transformations.
    Prediction from a theory. Gravitational waves and quantum foam should have particle production density regime's for space. Gravitational super waves should exist. Particle production in space also depends on energy densities of the space. Where hawking radiation shows up or where particles can be produced in space with gravitational densities. Where what type of particle can live in a black hole. Q.M. probability in a energy density matrix. Thank you for the video, though please try to fix some of the flawed.😢 The universe can be used as a natural cutoff or sits in a natural cutoff regime. The virtual infinites ♾️ coming from the time distortion/dilation factor. Used as a natural cheat so they do not have to solve for the inner layers or R=0 solution set's. 😢 Neutrino condensing into a unique superfluid boojum and the deformed alice ring one can find comming off the one neutrino type left when melting in. 😮 Do the math. Look for yourself. C.N.B.( Cosmic neutrino background) showing the neutrino layer inside a black hole. C.M.B. showing another layer. Mapping will show multiple boundary layers. Hawking hairs and G-flows and hyper surfaces with boundary conditions with melt/degeneracy onto a field surface and the particles that can live through the field horizon. Particle in flow alongside particle production in energy density regime's and boundary layers. Mixing types and what is allowed where. You guys should be showing more. Digital mapping and renderings and the mathmatical models that go with the sets. How boundary layers can also act as censorship layers. Why is there no perfect dark crystal theory in string theories? When space/time close off into a perfect set of particles (crystal ized strings) restricted by it's own curvature and fields. (Degeneracy into a locked pocket particle bundle). Thank you again for sharing the lecture. Good luck in wonderland. 😊