Emergence of spin 2 particles from lowers spin particles

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SUMMARY

The discussion centers on Professor Hong Liu's lecture regarding the emergence of massless spin-2 particles, specifically gravitons, from lower spin particles such as massless spin-1 particles (photons, gluons) and spin-1/2 particles (protons, electrons). Participants clarify misconceptions about the inclusion of protons in this context, emphasizing that the Weinberg-Witten theorem refutes the idea of deriving spin-2 gravity from lower spin states. The conversation also highlights the role of holography in explaining gravity through boundary conditions in theories like QCD, which allows for a different understanding of gravitational emergence.

PREREQUISITES
  • Understanding of massless spin-2 particles and their significance in theoretical physics.
  • Familiarity with the Weinberg-Witten theorem and its implications for particle physics.
  • Knowledge of holography and its application in quantum field theories.
  • Basic concepts of quantum chromodynamics (QCD) and its relationship to gravity.
NEXT STEPS
  • Study the Weinberg-Witten theorem and its implications on particle interactions.
  • Explore the concept of holography in theoretical physics and its applications in gravity.
  • Investigate the role of boundary conditions in quantum field theories, particularly in relation to gravity.
  • Read the open access paper referenced in the discussion for further insights on the topic.
USEFUL FOR

The discussion is beneficial for theoretical physicists, graduate students in particle physics, and researchers interested in the intersection of quantum field theory and gravity, particularly those exploring the implications of holography and the emergence of gravitational phenomena.

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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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.
 
Yes, the massive spin 1/2 particles are also included.
 
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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Professor Liu's referenced lecture note [page 2, para 2] says "...massless spin-1 (photons, gluons) and spin-1/2 particles (protons, electron)...".
 
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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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?
 
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.
 
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?
 
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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
 

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