Adithya A Rao

activity

20232026

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3 papers · 1 filter

hep-th2026

$R$ eal Ambitwistors & Massive Twistors for CFT $_{4}$

Aswini Bala, Sachin Jain, Deep Mazumdar +1

We develop a real twistor-space formulation of four-dimensional CFT Wightman correlators. We write the conformal generators and little-group constraints in ambitwistor space. The q…

hep-th2026

Super-Grassmannians for $N = 2$ to $4$ SCFT $_{3}$ : From AdS $_{4}$ Correlators to $N = 4$ SYM scattering Amplitudes

Aswini Bala, Sachin Jain, Dhruva K. S. +1

We construct a Super-Grassmannian for $n -$ point functions in $N = 2$ to $4$ SCFT $_{3}$ . The constraints imposed by super-conformal invariance and $R -$ symmetry are completely…

hep-th2026

The $N = 1$ Super-Grassmannian for CFT $_{3}$ and a Foray on AdS and Cosmological Correlators

Aswini Bala, Sachin Jain, Dhruva K. S. +1

We construct a Super-Grassmannian integral representation for $n -$ point functions in $N = 1$ SCFT $_{3}$ . In this formalism, conformal invariance, supersymmetry, and special s…

Real Ambitwistors & Massive Twistors for CFT4​

Super-Grassmannians for N=2 to 4 SCFT3​: From AdS4​ Correlators to N=4 SYM scattering Amplitudes

The N=1 Super-Grassmannian for CFT3​ and a Foray on AdS and Cosmological Correlators

$R$ eal Ambitwistors & Massive Twistors for CFT $_{4}$

Super-Grassmannians for $N = 2$ to $4$ SCFT $_{3}$ : From AdS $_{4}$ Correlators to $N = 4$ SYM scattering Amplitudes

The $N = 1$ Super-Grassmannian for CFT $_{3}$ and a Foray on AdS and Cosmological Correlators