2003
DOI: 10.1016/s0003-4916(03)00114-3
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Uniqueness of inverse scattering problem in local quantum physics

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Cited by 14 publications
(34 citation statements)
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“…Whereas theories involving the first two families have generating pointlike localized field strengths, there are no pointlike covariant generators within the last family; rather the sharpest localized generators in that case are semiinfinite strings localized along the spacelike half-line x + R + e, where x is the starting point of the string and e is the spacelike direction in which it extends to spacelike infinity. Their localization shows up in their commutation relation which we presented in (15).…”
Section: A Turn With Grave Consequencesmentioning
confidence: 83%
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“…Whereas theories involving the first two families have generating pointlike localized field strengths, there are no pointlike covariant generators within the last family; rather the sharpest localized generators in that case are semiinfinite strings localized along the spacelike half-line x + R + e, where x is the starting point of the string and e is the spacelike direction in which it extends to spacelike infinity. Their localization shows up in their commutation relation which we presented in (15).…”
Section: A Turn With Grave Consequencesmentioning
confidence: 83%
“…The result is the formula for a one point expectation value in a thermal KMS state with respect to the Lorentz boost Hamiltonian K at temperature 2π. As we will see in a moment, the modular relation (7) in the Wigner one-particle setting is the pre-stage for the crossing relation as well as an associated KMS property in an interacting QFT 15 . Before we get to that point we first need to generalize the above derivation to all positive energy representations and then explain how to get to the subwedge modular localization for compact regions.…”
Section: An Anthology Of the Crisis In The Foundations Of Particle Phmentioning
confidence: 92%
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