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Superdeformed CP σ-Model Equivalence
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DOI：10.1134/S1547477125701675.png)
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Abstract
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We find the novel supersymmetric deformation of the CP1 sigma-model and its equivalence with the generalised chiral Gross-Neveu. This construction allows the use of field-theoretic techniques and particularly the study of renormalisability and beta function. Provided approach is useful in finding conformal limits and establishes relation between chiral (GN) and sigma model (geometric) descriptions, which is explicitly demonstrated for the case of R x S-1 /Super-Thirring models. We also make remarks on its emergence in N = 2 Liouville and 4-dim Chern-Simons theory.
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SYMMETRY
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0.4
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143
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724