On coincidence of Alday-Maldacena-regularized $σ$-model and Nambu-Goto areas of minimal surfaces

Details On coincidence of Alday-Maldacena-regularized $σ$-model and Nambu-Goto areas of minimal surfaces On coincidence of Alday-Maldacena-regularized $σ$-model and Nambu-Goto areas of minimal surfaces

2007-10-10

arxiv.org/abs/0710.2073v2

JETP Letters vol. 86 issue 9 p.643 2007

Physics

High Energy Physics

High Energy Physics - Theory

3 pages, submitted to JETP Letters, corrected some misprints and missing factors in formulas (10) and (11)

Scientific paper

10.1134/S0021364007210011

For the $\sigma$-model and Nambu-Goto actions, values of the
Alday-Maldacena-regularized actions are calculated on solutions of the
equations of motion with constant non-regularized Lagrangian. It turns out that
these values coincide up to a factor, independent of boundary conditions.

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