On Friday, July 24, 2020 at 5:49:23 AM UTC-5 [email protected] wrote:

>
>
> On Friday, July 24, 2020 at 4:38:20 AM UTC-6, Lawrence Crowell wrote:
>>
>> On Thursday, July 23, 2020 at 10:03:36 PM UTC-5 [email protected] 
>> wrote:
>>
>>> If such a theory could be constructed, it would have particles to 
>>> manifest excited states, called gravitons. But for a BH, gravitons 
>>> generated by its mass couldn't escape, so they couldn't function as force 
>>> carrying particles as in other quantum field theories. We'd still need 
>>> Einstein's GR to account for the gravitational "force" via curvature of 
>>> space-time. So what would a quantum theory of gravity buy us? Why do we 
>>> need it? AG
>>>
>>
>> The way you state this illustrates considerable confusion and in these 
>> threads I and others have indicated how to think of this. This does not 
>> involve gravitons coming out of black holes. You have repeated this error a 
>> number of times.
>>
>
> You previously stated that gravitons cannot escape BH's.  Do you stand by 
> this claim? AG
>

Yep!

LC
 

>
>> A weak low energy quantum gravitation is easy to derive. The low energy 
>> limit of gravitation is linear because terms in the curvature involving the 
>> square of connection terms are much smaller. This makes gravitation and 
>> gravitational waves linear. Quantization is not much different from 
>> quantizing electrodynamics in QED. The gravitational waves detected by the 
>> LIGO are long wavelength and with small amplitude. There should be 
>> signatures of gravitons there which would be linear. As the wavelength 
>> shortens the energy increases and as this approaches TeV and higher energy 
>> the nonlinear terms become appreciable. The nonlinear feature of 
>> gravitation, and that it is an exterior fibration so the field correlates 
>> direction with the quantum wave, means this is a nonlinear quantum 
>> mechanics, which is a contradiction of quantum mechanics.  
>>
>> LC
>>
>

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