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sound cuts out at 1:13

188 Crona Tunnel

gold

Thank you! This is very interesting to see how all this research proceeds. He is a little hard to understand sometimes though.

Very inspiring! It's incredible to find someone somewhere on this globe who shares the same Faustian view on machine learning for science.

New technologies, new research tools. PHYSICISTS don't want to get rid of a lot of dirty noise in fundamental optical experiments, why❤❤❤? Let me suggest for schoolchildren and students on one's own to measure the Universe, dark energy, black holes, etc. To do this, I propose two practical devices. «laser tape measure *+reference distance* 1,000,000 m”» and «Michelson-Morley HYBRID Gyroscope». I am writing to you with a proposal for the joint invention of a HYBRID gyroscope from non-circular, TWO coils with a new type of optical fiber with a “hollow core photonic-substituted vacuum zone or (NANF)” where - the light travels 250000 (In a laser tape measure, the length of the optical fiber is fixed at 1000000 ) meters in each arm, while it does not exceed the parameters 84/84/84 cm, and the weight is 24 kg. Manufacturers of “Fiber Optic Gyroscopes” can produce HYBRID gyroscopes for educational and practical use in schools and higher education institutions. Einstein dreamed of measuring the speed of a train, an airplane - through the Michelson-Morley experiment of 1881/2024, and only then would the experiment be more than 70% complete. This can be done using a fiber optic HYBRID gyroscope. Based on the completion of more than 70% of Michelson's experiment, the following postulates can be proven: Light is an ordered vibration of gravitational quanta, and dominant gravitational fields adjust the speed of light in a vacuum. you can make scientific discoveries; in astronomy, astrophysics, cosmology, higher theoretical physics,... (We are not looking for ether, we will see the work of gravitational quanta) The result is a «theory of everything» in a simple teaching device and a new tape measure for measuring the universe.

... I AM Physical - Olivia Newton John - born 26.9.48 - Element 13 Aluminium 26.9815 g/mol with Newton INSIDE 9.81 m/s.😮 Take it easy - the jewish thora 304805 - Letters for worldformula. Hackings and Einstein same day 14.3. coming and go. His Woman Mileva Einstein 4.8.48. ABSOLUT. And Elon Musk Mister double pi - 14.3.+14.3=28.6. his Birthday. Sir Peter Higgs his day in GOD date 4.8. and sun darkness - the black face of GOD - amy Winehouse her day 14.9. - back to black and 149 Millionen Kilometer from earth to sun. And Zuckerberg is colour blind in GOD his bible people with sam Altmann mister K.I. - 11.9 like always in Amerika - Kabbala and Letters - David Letterman 12.4. - Last night Show - people 4H. Yes Frieda Kahlo day - 13.7.54 - the fine dust Nummer 137 in Club 108-54-27 - passion and pain in bed. Prime Numbers 3-5-7-13 - and NOT 4-8.

Neutrino 2024? 🤔

The fundamental phenomenon of dilation explains dark matter/galaxy rotation curves. Mass does that is dilated is smeared through spacetime relative to an outside observer. It's the phenomenon behind the phrase "mass becomes infinite at the speed of light". A graph illustrates its squared nature, dilation increases at an exponential rate the closer you get to the speed of light. A time dilation graph illustrates the same phenomenon, it's not just time that gets dilated. Dilation will occur wherever there is an astronomical quantity of mass because high mass means high momentum. This includes the centers of very high mass stars and the overwhelming majority of galaxy centers. The mass at the center of our own galaxy is dilated. This means that there is no valid XYZ coordinate we can attribute to it, you can't point your finger at something that is smeared through spacetime. In other words that mass is all around us. Dilation does not occur in galaxies with low mass centers because they do not have enough mass to achieve relativistic velocities. It has been confirmed in 6 very low mass galaxies including NGC 1052-DF2 and DF4 to have no dark matter, in other words they have normal rotation rates. All binary stars have normal rotation rates for the same reason.

The fundamental phenomenon of dilation explains dark matter/galaxy rotation curves. Mass does that is dilated is smeared through spacetime relative to an outside observer. It's the phenomenon behind the phrase "mass becomes infinite at the speed of light". A graph illustrates its squared nature, dilation increases at an exponential rate the closer you get to the speed of light. A time dilation graph illustrates the same phenomenon, it's not just time that gets dilated. Dilation will occur wherever there is an astronomical quantity of mass because high mass means high momentum. This includes the centers of very high mass stars and the overwhelming majority of galaxy centers. The mass at the center of our own galaxy is dilated. This means that there is no valid XYZ coordinate we can attribute to it, you can't point your finger at something that is smeared through spacetime. In other words that mass is all around us. Dilation does not occur in galaxies with low mass centers because they do not have enough mass to achieve relativistic velocities. It has been confirmed in 6 very low mass galaxies including NGC 1052-DF2 and DF4 to have no dark matter, in other words they have normal rotation rates. All binary stars have normal rotation rates for the same reason.

thank you for share

Grande professò

Such an informative video. Please keep posting such content for free

You simplify violation of Lorentz invariance in very great way... thanks a lot

@4:20 morning only. It should always be on the East Coast (−+++).

Most people don't know that Einstein said that singularities are not possible. In the 1939 journal "Annals of Mathematics" he wrote - "The essential result of this investigation is a clear understanding as to why the Schwarzchild singularities (Schwarzchild was the first to raise the issue of General Relativity predicting singularities) do not exist in physical reality. Although the theory given here treats only clusters (star clusters) whose particles move along circular paths it does seem to be subject to reasonable doubt that more general cases will have analogous results. The Schwarzchild singularities do not appear for the reason that matter cannot be concentrated arbitrarily. And this is due to the fact that otherwise the constituting particles would reach the velocity of light." He was referring to the phenomenon of dilation. Mass that is dilated is smeared through spacetime relative to an outside observer. It's the phenomenon behind the phrase "mass becomes infinite at the speed of light". A 2 axis graph illustrates its squared nature, dilation increases at an exponential rate the closer you get to the speed of light. A time dilation graph illustrates the same phenomenon, it's not just time that gets dilated. Neil deGrasse Tyson recently spoke about this. Dilation will occur wherever there is an astronomical quantity of mass because high mass means high momentum. This includes the centers of very high mass stars and the overwhelming majority of galaxy centers. It can be inferred mathematically that the mass at the center of our own galaxy is dilated. This means that there is no valid XYZ coordinate we can attribute to it, you can't point your finger at something that is smeared through spacetime. More precisely, everywhere you point is equally valid. In other words that mass is all around us. This is the explanation for dark matter/galaxy rotation curves, the "missing mass" is dilated mass. Dilation does not occur in galaxies with low mass centers because they do not have enough mass to achieve relativistic velocities. It has been confirmed in 6 very low mass galaxies including NGC 1052-DF2 and DF4 to have no dark matter, in other words they have normal rotation rates. All binary stars have normal rotation rates for the same reason.

Has Byers written more in depth, explanatory works (book?) on the analysis presented in this video?

I have no fucking idea how I ended up here.

Here are a few examples of important equations that humanity currently uses which contain contradictions or paradoxes, along with potential non-contradictory versions based on the infinitesimal monadological framework: 1. Quantum Field Theory - Renormalization Contradictory: In quantum field theory, the calculation of physical quantities often leads to infinite integrals or divergent series. To resolve this, the process of renormalization is used, which effectively "subtracts" infinities to obtain finite results. However, this process is mathematically inconsistent and leads to issues like the hierarchy problem. Non-Contradictory: Using the monadological framework, quantum fields could be represented as sections of monadic bundles, with interactions modeled by relational algebras between infinitesimal generators. By working with non-standard analysis and surreal numbers, divergent integrals could be replaced by well-defined hyperfinite sums, avoiding the need for ad-hoc renormalization: Φ(x) = ∫ Φ̃(k)e^(ik⋅x) dk → Φ(x) = ∑_{k∈*K} *Φ(k)e^(ik⋅x) *dk Here, *K represents a hyperfinite momentum space, *Φ(k) are the monadic field amplitudes, and *dk is an infinitesimal measure. 2. General Relativity - Singularities Contradictory: In general relativity, Einstein's field equations relate the curvature of spacetime to the distribution of matter and energy. However, these equations break down at singularities like black holes or the Big Bang, where the curvature becomes infinite and the equations lose predictive power. Non-Contradictory: Using the monadological framework, spacetime could be modeled as an emergent structure arising from the relational interactions between infinitesimal monadic observers. Singularities could then be resolved as regions where the monadic perspectives become highly entangled or non-separable, leading to non-commutative geometric effects: Gμν + Λgμν = 8πTμν → Gμν + Λ*gμν = 8π⟨Tμν⟩_m Here, *gμν represents a non-commutative monadic metric, and ⟨Tμν⟩_m is an averaged stress-energy tensor over monadic perspectives. 3. Navier-Stokes Equations - Turbulence Contradictory: The Navier-Stokes equations describe the motion of viscous fluid substances and are a cornerstone of fluid dynamics. However, they are notoriously difficult to solve, and the existence of smooth, globally defined solutions remains an open Millennium Prize problem. In particular, the equations struggle to model turbulent flows, where the solutions can become chaotic and unpredictable. Non-Contradictory: Using the monadological framework, fluid dynamics could be modeled as a collective behavior emerging from the interactions of infinitesimal monadic fluid elements. Turbulence could then be understood as a regime where the monadic perspectives become highly correlated and exhibit non-linear, chaotic dynamics: ∂u/∂t + (u⋅∇)u = -∇p + ν∇²u → ∂u_m/∂t + (u_m⊗*u_m)*∇_m = -*∇_mp_m + ν*∇_m^2u_m Here, u_m, p_m, ∇_m represent velocity, pressure, and gradient operators in a non-commutative monadic fluid algebra, with ⊗ denoting a non-linear convolution product. These are just a few examples of how the infinitesimal monadological framework could potentially resolve contradictions and paradoxes in current mathematical equations used by humanity. By replacing continuum structures with discrete monadic interactions, and using non-standard analysis and non-commutative geometry to handle infinitesimal and non-linear effects, many of the inconsistencies and singularities plaguing our current theories could be avoided.

Black holes are based on a mathematical misconception. General Relativity predicts dilation not singularities. In the 1939 journal "Annals of Mathematics" Einstein wrote - "The essential result of this investigation is a clear understanding as to why the Schwarzchild singularities (Schwarzchild was the first to raise the issue of G.R. predicting singularities) do not exist in physical reality. Although the theory given here treats only clusters (star clusters) whose particles move along circular paths it does seem to be subject to reasonable doubt that more general cases will have analogous results. The Schwarzchild singularities do not appear for the reason that matter cannot be concentrated arbitrarily. And this is due to the fact that otherwise the constituting particles would reach the velocity of light." He was referring to the phenomenon of dilation (sometimes called gamma or y) mass that is dilated is smeared through spacetime relative to an outside observer. It's the phenomenon behind the phrase "mass becomes infinite at the speed of light". Time dilation is just one aspect of dilation, it's not just time that gets dilated. Dilation will occur wherever there is an astronomical quantity of mass because high mass means high momentum. There is no singularity at the center of our galaxy. It can be inferred mathematically that dilation is occurring there. This means that there is no valid XYZ coordinate we can attribute to it, you can't point your finger at something that is smeared through spacetime. More precisely, everywhere you point is equally valid. This is the explanation for galaxy rotation curves. The "missing mass" is dilated mass. Dilation does not occur in galaxies with low mass centers because they do not have enough mass to achieve relativistic velocities. To date 6 very low mass galaxies including NGC 1052-DF2 and DF4 have been confirmed to have no dark matter. There was clarity in astronomy before television and movies popularized singularities beginning in the 1960's. Einstein is known to have repeatedly said that they cannot exist. Nobody believed in them when he was alive including Plank, Bohr, Schrodinger, Dirac, Heisenberg, Feynman etc

Can you post the lecture IV of this series!

1:00:00

0:03

Very nice

Thank you GGI. Greetings from Popayan, Colombia.

Xxxx

It's difficult to watch class with these icons on the screen. You should reupload the video

Love Dr. Maldacena but so many ads...

can share the pdf, please

😔 "Promosm"

Ottimo, manca solo l'audio alla fine, 10 minuti circa...

Sorry, but what about the first lecture?

As a medical student i understand close to nothing of this lecture. Anyone knows where can I get a simpler explanation?

The very first part of the lecture is missing

1:22:00

Very interesting. Thank you

Thankyou. I have an interest in number theory

The ground state to a particle that is not free is interesting. Thankyou

That's my dad

Cool! Any relation to Knot Theory? ^.^

This is one of the best examples of Thomas Kuhn 's critique to scientistis doing articulations after articulation "to keep the show on the road". Disgustevole.

mamma quanta buxxshxx

mamma mia, please explain what are two nearest neighbors under a quantum perspective, in particular explain ME how you define n.n. spin hamiltonians applied on a quantum state for indistinguishable particles ! SIMPLY IT DOES NOT EVEN MAKE ANY SENSE ! QUANTUM B.S.

Very bad reverberation…