String Model with Dynamical Geometry and Torsion
M.O. Katanaev, I.V. Volovich (Steklov Math. Inst., Moscow)

TL;DR
This paper introduces a string model featuring a dynamical metric and torsion, describing the string's geometry through an effective Lagrangian and exploring its path integral quantization.
Contribution
It proposes a novel string model with dynamical geometry and torsion, and analyzes its quantization via path integrals.
Findings
Effective Lagrangian for scalar and vector fields describing string geometry
Path integral quantization of the proposed string model
New insights into string dynamics with torsion
Abstract
A string model with dynamical metric and torsion is proposed. The geometry of the string is described by an effective Lagrangian for the scalar and vector fields. The path integral quantization of the string is considered.
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