Parity doublet conspiracy of the pion from finite energy sum rules in $π^+$ photoproduction

Bietti, A.; Di Vecchia, P.; Drago, F.; Paciello, M.L.

doi:10.1016/0370-2693(68)90597-2

Parity doublet conspiracy of the pion from finite energy sum rules in $π^+$ photoproduction

A. Bietti
(
- Rome U. and
- INFN, Rome
)
,
P. Di Vecchia
(
- Frascati
)
,
F. Drago
(
- Frascati
)
,
M.L. Paciello
(
- Rome U.
)

1968

4 pages

Published in:

Phys.Lett.B 26 (1968) 457-460

Published: 1968

DOI:

10.1016/0370-2693(68)90597-2

View in:

OSTI Information Bridge Server

reference search32 citations

Citations per year

Abstract: (Elsevier)

We test the essential features of the conspiracy of the pion Regge pole with a positive parity pole in π + photoproduction, using finite energy sum rules. In particular we find that the pion residue function varies rapidly with the four momentum transfer t vanishing at t = −0.03 GeV 2 and the conspirator trajectory chooses nonsense at α = 0.

References(18)

Figures(0)

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Parity doublet conspiracy of the pion from finite energy sum rules in π+π^+π+ photoproduction

Citations per year

Regge Pole Model for photoproduction of Pions and K Mesons

Is there a pion conspiracy?

Dispersion sum rules and high-energy scattering

New Sum Rules and Singularities in the Complex J Plane

The Relation between PCAC, axial-charge commutation relations and conspiracy theory-Berkeley

Application of the Mandelstam Representation to Photoproduction of Pions from Nucleons

Relativistic dispersion relation approach to photomeson production

A Regge pole analysis of ϱ−ϱ^−ϱ− decay angular distribution and production in π−+p→ϱ−+p\pi^- + p \to ϱ^− + pπ−+p→ϱ−+p

1967 Heidelberg Conference

Parity doublet conspiracy of the pion from finite energy sum rules in $π^+$ photoproduction

A Regge pole analysis of $ϱ^−$ decay angular distribution and production in $\pi^- + p \to ϱ^− + p$