The pion form factor on the lattice at zero and finite temperature

van der Heide J, Koch JH, Laermann E (2005)
In: FEW-BODY SYSTEMS. 36. SPRINGER WIEN: 119-124.

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We calculate the electromagnetic form factor of the pion in quenched lattice QCD. The non-perturbatively improved Sheikoleslami-Wohlert lattice action is used together with the consistently O(a)-improved current. We calculate the pion form factor for masses down to m(pi) = 360 MeV, extract the charge radius, and extrapolate toward the physical pion mass. In the second part, we discuss results for the pion form factor and charge radius at 0.93 T-c and compare with zero temperature results.
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van der Heide J, Koch JH, Laermann E. The pion form factor on the lattice at zero and finite temperature. In: FEW-BODY SYSTEMS. Vol 36. SPRINGER WIEN; 2005: 119-124.
van der Heide, J., Koch, J. H., & Laermann, E. (2005). The pion form factor on the lattice at zero and finite temperature. FEW-BODY SYSTEMS, 36(1-4), 119-124.
van der Heide, J., Koch, J. H., and Laermann, E. (2005). “The pion form factor on the lattice at zero and finite temperature” in FEW-BODY SYSTEMS, vol. 36, (SPRINGER WIEN), 119-124.
van der Heide, J., Koch, J.H., & Laermann, E., 2005. The pion form factor on the lattice at zero and finite temperature. In FEW-BODY SYSTEMS. no.36 SPRINGER WIEN, pp. 119-124.
J. van der Heide, J.H. Koch, and E. Laermann, “The pion form factor on the lattice at zero and finite temperature”, FEW-BODY SYSTEMS, vol. 36, SPRINGER WIEN, 2005, pp.119-124.
van der Heide, J., Koch, J.H., Laermann, E.: The pion form factor on the lattice at zero and finite temperature. FEW-BODY SYSTEMS. 36, p. 119-124. SPRINGER WIEN (2005).
van der Heide, J, Koch, JH, and Laermann, Edwin. “The pion form factor on the lattice at zero and finite temperature”. FEW-BODY SYSTEMS. SPRINGER WIEN, 2005.Vol. 36. 119-124.
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