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A new symmetry of $(1,0)$ supersymmetric non-linear $\sigma$-models in two dimensions with Fermi and mass sectors is introduced.
Quantum Theory of Gravity. 3. Applications of the Covariant Theory
Bryce S. DeWitt · 1967
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Nonlinear Models in Two Epsilon Dimensions
D. Friedan · 1980
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Geometrical Structure and Ultraviolet Finiteness in the Supersymmetric Sigma Model
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The Background Field Method and the Ultraviolet Structure of the Supersymmetric Nonlinear Sigma Model
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Potentials for the Supersymmetric Nonlinear Sigma Model
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Equations of Motion for the Heterotic String Theory from the Conformal Invariance of the Sigma Model
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Torsion and Geometrostasis in Nonlinear Sigma Models
Eric Braaten, Thomas L. Curtright, and Cosmas K. Zachos · 1986
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Four Loop beta Function for the N=1 and N=2 Supersymmetric Nonlinear Sigma Model in Two-Dimensions
Marcus T. Grisaru, A. E. M. van de Ven, and D. Zanon · 1986
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Superstring Modifications of Einstein’s Equations
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Finiteness and Conformal Invariance in Nonlinear σ \sigma Models
C. M. Hull and P. K. Townsend · 1986
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World Sheet Supersymmetry and Anomaly Cancellation in the Heterotic String
C. M. Hull and P. K. Townsend · 1986
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Anomalies, Ambiguities and Superstrings
C. M. Hull · 1986
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Compactifications of the Heterotic Superstring
C. M. Hull · 1986
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σ \sigma Model Beta Functions and String Compactifications
C. M. Hull · 1986
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Conformal Invariance of Supersymmetric σ \sigma Models on Calabi-yau Manifolds
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Local Gauge and Lorentz Invariance of the Heterotic String Theory
Ashoke Sen · 1986
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Superspace Analysis of Local Lorentz and Gauge Anomalies in the Heterotic String Theory
Ashoke Sen · 1986
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Superstrings with Torsion
Andrew Strominger · 1986
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Irreversibility of the Flux of the Renormalization Group in a 2D Field Theory
A. B. Zamolodchikov · 1986
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(1,0) SUPERGRAPHITY
S. J. Gates, Jr., Marcus T. Grisaru, L. Mezincescu, and P. K. Townsend · 1987
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World Sheet Supergravity Anomaly Cancellation for the Heterotic String in a Ten-dimensional Supergravity Background
J. C. Henty, C. M. Hull, and P. K. Townsend · 1987
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The Two Loop Beta Function for σ \sigma Models With Torsion
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Phenomenology and Conformal Field Theory Or Can String Theory Predict the Weak Mixing Angle?
Tom Banks, Lance J. Dixon, Daniel Friedan, and Emil J. Martinec · 1988
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Three Loop Beta Functions for the Superstring and Heterotic String
A. P. Foakes, N. Mohammedi, and D. A. Ross · 1988
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The Effect of Gauge and Lorentz Anomalies on the Beta Functions of Heterotic σ \sigma Models
G. Grignani and M. Mintchev · 1988
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Ken-ji Hamada, Jiro Kodaira, and Juichi Saito · 1988
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Further Remarks on the Geometry of Two-dimensional Nonlinear σ \sigma Models
Paul S. Howe and G. Papadopoulos · 1988
Generalized discrete torsion and mirror symmetry for g(2) manifolds
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SU(3) instantons and G(2), spin(7) heterotic string solitons
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On the symmetries of special holonomy sigma models
P. S. Howe and Vid Stojevic · 2006
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The Background Field Method and the Nonlinear σ \sigma Model
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String Effective Actions From σ \sigma Model Conformal Anomalies
C. M. Hull and P. K. Townsend · 1988
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Zamolodchikov’s C Theorem and String Effective Actions
N. E. Mavromatos and J. L. Miramontes · 1988
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Scale and Conformal Invariance in Quantum Field Theory
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String theory. Vol. 1: An introduction to the bosonic string
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Localization of twisted 𝒩 = ( 0 , 2 ) \mathcal{N}=\left(0,\;2\right) gauged linear sigma models in two dimensions
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