Lee mili-eV ennumeration and see saw

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In summary, there was a discussion at Motl's in 2005 about the connection between the neutrino scale, the Pionner effect, and the cosmological constant, and whether a gravitational seesaw could explain this coincidence of scales. The idea of a gravitational seesaw is attractive because it also explains the coincidence of the electroweak scale and the GUT scale. However, it may be overdetermined and the QFT limit of quantum gravity suggests that all these scales should tend towards zero.
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arivero
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Had anybody bookmarked the thread (at Motl's, in 2005?) where Smolin does a ennumeration of things that happen to live at the scale of 10^-3 eV and he includes neutrinos, the Pionner effect, and cosmological constant? Or perhaps only the two first ones?

Yesterday I was thinking that obviously if the neutrino scale is near the cosmological constant, then a see saw around the electroweak scale should work. I had forgotten that Lubos did this same argument two years ago, so better to relink it here:

http://motls.blogspot.com/2005/12/cosmological-constant-seesaw.html
http://motls.blogspot.com/2006/02/cosmological-constant-seesaw-preprint.html
http://motls.blogspot.com/2006/04/cosmological-breaking-of-susy-and.html
 
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  • #2
gravitational seesaw

The attractiveness of gravitational seesaw is that it stresses the coincidence of three pairs of scales:

- The neutrino scale is near the cosmological constant.
- The electroweak scale is near the WIMP.
- The GUT scale is near the Planck scale

A problem is that it is near of being overdetermined: the difference between the electroweak scale and GUT is already "explained" from the running of the higgs mass term, and SeeSaw does the rest to fix all these three scales in particle physics.

On the other hand, I find interesting to note that the QFT limit of quantum gravity is to take Planck scale to infinity (ie Newton constant to zero), and then the seesaw also puts to zero the cosmological term. (and to infinity the GUT and to zero the neutrinos, and then what about renormalization group running coupling constants?)
 
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Thank you for bringing up this interesting thread from 2005. Lubos Motl's ennumeration of things that happen to live at the scale of 10^-3 eV is quite comprehensive and includes the neutrinos and the Pioneer effect. It is interesting to note that the cosmological constant is also included in this list.

As you mentioned, the idea of a see saw around the electroweak scale working if the neutrino scale is near the cosmological constant is an intriguing one. It is a possibility worth exploring further, and it is good to see that Lubos had already discussed this two years ago. The links you provided are helpful in understanding the concept and its implications.

The idea of a see saw mechanism has been proposed in various contexts and has been successful in explaining some phenomena. It is always exciting to see how different ideas and concepts can be connected and potentially lead to new insights and understandings.

Thank you for bringing this up and providing the links for further reading. It is important for scientists to continuously revisit and build upon previous discussions and ideas in order to advance our understanding of the universe.
 

FAQ: Lee mili-eV ennumeration and see saw

1. What is Lee mili-eV enumeration?

Lee mili-eV enumeration is a computational method used in statistical mechanics to calculate the number of microstates associated with a given energy level in a physical system.

2. How does Lee mili-eV enumeration work?

The method involves counting the number of ways that a system can be arranged into different microstates while maintaining a certain energy level. This is done by considering the different possible arrangements of particles or molecules in the system.

3. What is the significance of Lee mili-eV enumeration in statistical mechanics?

Lee mili-eV enumeration is a crucial tool in statistical mechanics as it allows for the calculation of thermodynamic quantities such as entropy and free energy. It also helps in understanding the behavior of complex physical systems.

4. What is the "see saw" effect in Lee mili-eV enumeration?

The "see saw" effect refers to the phenomenon where the number of microstates decreases as the energy level increases, but then increases again at higher energy levels. This can be visualized as a see-saw shape on a graph.

5. Can Lee mili-eV enumeration be applied to all physical systems?

Lee mili-eV enumeration can be applied to any physical system that can be described in terms of microstates and energy levels. However, it may not be the most efficient method for very large or complex systems, and other techniques may be used instead.

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