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Bykov, Dmitri und Lüst, Dieter (2021): Deformed sigma-models, Ricci flow and Toda field theories. In: Letters in Mathematical Physics, Bd. 111, Nr. 6, 150

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Abstract

It is shown that the Pohlmeyer map of a sigma -model with a toric two-dimensional target space naturally leads to the 'sausage' metric. We then elaborate the trigonometric deformation of the CPn-1-model, proving that its T-dual metric is Kahler and solves the Ricci flow equation. Finally, we discuss a relation between flag manifold sigma-models and Toda field theories.

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