Dear all,
This is a kind reminder for tomorrow's (Friday) "Physics meets
Philosophy" talk at 11:00 in the IQOQI Seminar room (Boltzmanngasse 3,
2nd floor).
Speaker: Doreen Fraser (University of Waterloo)
Title: The Measurement Problem in QFT
Zoom link (for those that cannot join in person):
Dear all,
You are hereby invited to the next "Physics meets Philosophy" talk by
Doreen Fraser (University of Waterloo)
Title: The Measurement Problem in QFT (see abstract below)
Date: April 18th (Friday)
Time: 11:00-12:30
Location: IQOQI Seminar room (Boltzmanngasse 3, 2nd floor)
Zoom link (for those that cannot join in person):
https://univienna.zoom.us/j/69493491337?pwd=aR51cvSArN2alGbAGyQvI1yay0gqwK.1
Abstract:
A theoretical issue at the heart of the Measurement Problem in
non-relativistic quantum mechanics (NRQM) is that the measurement
theory (i.e., the Born rule and state update rules) cannot be derived
from the application of the dynamical theory to a measurement
scenario. What form does the Measurement Problem take in relativistic
quantum field theory (QFT), when both the measurement theory and the
dynamical theory are relativistic? This question has recently become
more tractable with the development of a number of measurement
theories for QFT that, in contrast with the longstanding tradition in
QFT, represent measurements as occurring in local spacetime regions. I
will argue that the Measurement Problem takes a substantially
different form in QFT than it does in NRQM. Two characteristic
features of the Measurement Problem in NRQM do not carry over to the
Measurement Problem in QFT. First, in QFT the Measurement Problem does
not take the form of an apparent incompatibility between the
post-measurement states prescribed by the dynamics and the state
update rule. Second, the state update rules in the measurement theory
for QFT do not describe an effective measurement collapse: the state
update rules do not admit a literal interpretation as representing a
physical, measurement-induced change of state that occurs in some
region of spacetime. These differences in the form that the
Measurement Problem takes in QFT carry implications for the
interpretation of QFT.
For more information on "Physics meets Philosophy", see
https://sites.google.com/view/physphilvienna
Best wishes
Sebastian