20 citations · 68 across the 6 of their papers we have counts for
8 papers
Polarization-free Quantization of Linear Field Theories
Suzanne Lanéry
It is well-known that there exist infinitely-many inequivalent representations of the canonical (anti)-commutation relations of Quantum Field Theory (QFT). A way out, suggested by…
Projective Limits of State Spaces: Quantum Field Theory without a Vacuum
Suzanne Lanéry
Instead of formulating the states of a Quantum Field Theory (QFT) as density matrices over a single large Hilbert space, it has been proposed by Kijowski [Kijowski, 1977] to constr…
Projective Limits of State Spaces IV. Fractal Label Sets
Suzanne Lanéry, Thomas Thiemann
Instead of formulating the state space of a quantum field theory over one big Hilbert space, it has been proposed by Kijowski [Kijowski 1977] to represent quantum states as project…
Projective Loop Quantum Gravity II. Searching for Semi-Classical States
Suzanne Lanéry, Thomas Thiemann
In [arXiv:1411.3592] an extension of the Ashtekar-Lewandowski (AL) state space of Loop Quantum Gravity was set up with the help a projective formalism introduced by Kijowski [Kijow…
Projective Loop Quantum Gravity I. State Space
Suzanne Lanéry, Thomas Thiemann
Instead of formulating the state space of a quantum field theory over one big Hilbert space, it has been proposed by Kijowski to describe quantum states as projective families of d…
Projective Limits of State Spaces III. Toy-Models
Suzanne Lanéry, Thomas Thiemann
In this series of papers, we investigate the projective framework initiated by Jerzy Kijowski and Andrzej Okołów, which describes the states of a quantum theory as projective famil…