Top Tweets for #ColinRelaxation
#ColinValentiniInstability-1
[#BohmianMechanics
#ColinRelaxation]
"Proceedings of the Royal Society A 470: 20140288.
Instability of quantum equilibrium in #Bohm’s dynamics
Samuel Colin
Antony Valentini"
M.t. 'Instabilität des Quantengleichgewichts in den Bohm'schen Dynamik'
![LGcommaI's tweet photo. #ColinValentiniInstability-1
[#BohmianMechanics
#ColinRelaxation]
"Proceedings of the Royal Society A 470: 20140288.
Instability of quantum equilibrium in #Bohm’s dynamics
Samuel Colin
Antony Valentini"
M.t. 'Instabilität des Quantengleichgewichts in den Bohm'schen Dynamik' https://t.co/BFDITgX6Bl](https://pbs.twimg.com/media/FGXXkL3XwAEzr-G.png)
#ColinRelaxation-3
1. Introduction
In the #deBroglie–Bohm pilot-wave theory (de Broglie 1928; Bohm 1952a,b), each element of an ensemble (consisting of a single particle) is described by a wave
function Ψ(𝑡,𝒙) (𝑅(𝑡,𝒙)e^{i𝑆(𝑡,𝒙)/ℏ} in the polar representation) but also
>

#ColinRelaxation-2
"Numerical simulations indicate that the #Born-Rule does not need to be postulated in the #deBroglie–#Bohm pilot-wave theory, but tends to arise dynamically (relaxation to quantum equilibrium). These simulations were done for a particle in a
>

#ColinRelaxation-1
[#BohmianMechanics
#DuerrGoldsteinZanghi
#SchlosshauerFine
#QuantumMechanics]
"Proceedings of the Royal Society A (2012) 468, 1116–1135
Relaxation to quantum equilibrium for Dirac fermions in the #deBroglie–Bohm #PilotWave-theory
Samuel Colin (#Brisbane)"
>
![LGcommaI's tweet photo. #ColinRelaxation-1
[#BohmianMechanics
#DuerrGoldsteinZanghi
#SchlosshauerFine
#QuantumMechanics]
"Proceedings of the Royal Society A (2012) 468, 1116–1135
Relaxation to quantum equilibrium for Dirac fermions in the #deBroglie–Bohm #PilotWave-theory
Samuel Colin (#Brisbane)"
> https://t.co/m4ZRgMWDt5](https://pbs.twimg.com/media/FGK6eltXIAAub5m.png)
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![LGcommaI's tweet photo. #ColinValentiniInstability-1
[#BohmianMechanics
#ColinRelaxation]
"Proceedings of the Royal Society A 470: 20140288.
Instability of quantum equilibrium in #Bohm’s dynamics
Samuel Colin
Antony Valentini"
M.t. 'Instabilität des Quantengleichgewichts in den Bohm'schen Dynamik' https://t.co/BFDITgX6Bl](https://pbs.twimg.com/media/FGXXH84XsAQqU52.png)

