Emergence of spin 2 particles from lowers spin particles

In summary, Professor Liu is discussing the idea that massless spin-2 particles (gravitons) can arise as bound states in a theory of massless spin-1 (photons, gluons) and spin- 1 particles (protons, electrons). This is a concept that has been explored in the past, but was recently revisited due to the discovery of holography. While this idea is interesting, it has been shown to be flawed by the fact that gravity emerges from a theory that is in a different class of theories than QCD.
  • #1
felici95
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I was referring a lecture series by Professor Hong Liu. In his first lecture on Emergence of gravity he says, "massless spin-2 particles (gravitons) can arise as bound states in a theory of massless spin-1 (photons, gluons) and spin- 1 particles (protons, electrons)".

What does it exactly means?
https://ocw.mit.edu/courses/physics...-fall-2014/lecture-notes/MIT8_821S15_Lec1.pdf (Link to lecture 1)
 
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  • #2
felici95 said:
I was referring a lecture series by Professor Hong Liu. In his first lecture on Emergence of gravity he says, "massless spin-2 particles (gravitons) can arise as bound states in a theory of massless spin-1 (photons, gluons) and spin- 1 particles (protons, electrons)".

What does it exactly means?
https://ocw.mit.edu/courses/physics...-fall-2014/lecture-notes/MIT8_821S15_Lec1.pdf (Link to lecture 1)

You mean to say "and massive spin - 1/2 particles (protons, electrons)". It is quite odd to include "protons" which are not fundamental, however, in the discussion of photons, gluons and electrons which are fundamental.
 
  • #3
Yes, the massive spin 1/2 particles are also included.
 
  • #4
felici95 said:
I was referring a lecture series by Professor Hong Liu. In his first lecture on Emergence of gravity he says, "massless spin-2 particles (gravitons) can arise as bound states in a theory of massless spin-1 (photons, gluons) and spin- 1 particles (protons, electrons)".

What does it exactly means?
https://ocw.mit.edu/courses/physics...-fall-2014/lecture-notes/MIT8_821S15_Lec1.pdf (Link to lecture 1)

That is the opposite of what he says. You have misread that paragraph.
 
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  • #5
Professor Liu's referenced lecture note [page 2, para 2] says "...massless spin-1 (photons, gluons) and spin-1/2 particles (protons, electron)...".
 
  • #6
The paragraph is a bit hard to read, but Atyy is correct. Historically people thought about deriving Spin2 gravity from bound states of lower spin particles. The Weinberg-Witten theorem, which is what the lecture is about, was a direct refutation of this line of thought.

Interestingly, since holography became popular, it showed a failure mode of the theorem. HOlography allows gravity to emerge from a theory of 'gluons' (various SU(N) theories) living on the boundary, and critically uses a different metric so is allowed to circumvent one of the assumptions of the theory.
 
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  • #7
Haelfix said:
The paragraph is a bit hard to read, but Atyy is correct. Historically people thought about deriving Spin2 gravity from bound states of lower spin particles. The Weinberg-Witten theorem, which is what the lecture is about, was a direct refutation of this line of thought.

Interestingly, since holography became popular, it showed a failure mode of the theorem. HOlography allows gravity to emerge from a theory of 'gluons' (various SU(N) theories) living on the boundary, and critically uses a different metric so is allowed to circumvent one of the assumptions of the theory.

is holography saying that gluons, which are self-interacting, can give rise to gravity, such as spin-2 glueballs?
 
  • #8
No. It is saying that a theorem on the four-dimensional boundary of a space (which itself has only three dimensions) which is part of the same class of theories as QCD can explain 4D gravity, since gravity within a space can be fully determined by its boundary conditions and hence has fewer degrees of freedom than one would naively expect. Spin-2 glueballs have nothing to do with gravity.
 
  • #9
ohwilleke said:
No. It is saying that a theorem on the four-dimensional boundary of a space (which itself has only three dimensions) which is part of the same class of theories as QCD can explain 4D gravity, since gravity within a space can be fully determined by its boundary conditions and hence has fewer degrees of freedom than one would naively expect. Spin-2 glueballs have nothing to do with gravity.

Can the boundary of a space have more dimensions than the space itself?
 
  • #10
cosmik debris said:
Can the boundary of a space have more dimensions than the space itself?

Not under any reasonable set of assumptions. Generally, the boundary will have one less dimension that the space it contains.
 
  • #11
felici95 said:
I was referring a lecture series by Professor Hong Liu. In his first lecture on Emergence of gravity he says, "massless spin-2 particles (gravitons) can arise as bound states in a theory of massless spin-1 (photons, gluons) and spin- 1 particles (protons, electrons)".

What does it exactly means?
https://ocw.mit.edu/courses/physics...-fall-2014/lecture-notes/MIT8_821S15_Lec1.pdf (Link to lecture 1)

A similar idea is expressed in this (open access) paper: http://www.sciencedirect.com/science/article/pii/S0370269314007904
 

FAQ: Emergence of spin 2 particles from lowers spin particles

What is the concept of "emergence" in the context of spin 2 particles?

The concept of "emergence" refers to the idea that spin 2 particles can arise from lower spin particles through a process known as "symmetry breaking." This means that under certain conditions, the lower spin particles reorganize themselves to form spin 2 particles with different properties and behaviors.

How does the emergence of spin 2 particles occur?

The emergence of spin 2 particles occurs through a process known as "spontaneous symmetry breaking." This happens when the symmetries of a system are broken due to external factors, causing the lower spin particles to rearrange and form spin 2 particles.

Can spin 2 particles emerge from any type of lower spin particles?

No, spin 2 particles can only emerge from lower spin particles that possess certain symmetries. These symmetries are necessary for the process of spontaneous symmetry breaking to occur and for the emergence of spin 2 particles to take place.

What are the properties of spin 2 particles?

Spin 2 particles have several notable properties that distinguish them from lower spin particles. These include having a spin quantum number of 2, which means they have a higher angular momentum and are therefore more massive. They also have a tensor nature, meaning they exhibit properties such as polarization and angular momentum in multiple directions.

What are the practical applications of understanding the emergence of spin 2 particles?

Understanding the emergence of spin 2 particles has important implications in various fields of physics, including quantum field theory, cosmology, and particle physics. It can help us better understand the fundamental nature of the universe and potentially lead to advancements in technology, such as quantum computing and energy production.

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