Pages that link to "Item:Q1638867"
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The following pages link to Extensions of theories from soft limits (Q1638867):
Displaying 23 items.
- Matter couplings and equivalence principles for soft scalars (Q2215352) (← links)
- Unified web for expansions of amplitudes (Q2283490) (← links)
- Soft bootstrap and effective field theories (Q2292494) (← links)
- Leading soft theorem for multiple gravitini (Q2314877) (← links)
- An etude on recursion relations and triangulations (Q2315685) (← links)
- Scattering equations and a new factorization for amplitudes. II: Effective field theories (Q2315747) (← links)
- The infrared structure of exceptional scalar theories (Q2421154) (← links)
- One-loop diagrams with quadratic propagators from the worldsheet (Q2678170) (← links)
- Smoothly splitting amplitudes and semi-locality (Q2678177) (← links)
- Enhanced soft limits in de Sitter space (Q2694337) (← links)
- Double-copy towards supergravity inflation with \(\alpha\)-attractor models (Q6045601) (← links)
- One-loop amplitudes in Einstein-Yang-Mills from forward limits (Q6045663) (← links)
- All-order celestial OPE from on-shell recursion (Q6061758) (← links)
- Soft phonon theorems (Q6074109) (← links)
- Even-point multi-loop unitarity and its applications: exponentiation, anomalies and evanescence (Q6117917) (← links)
- Tree-level amplitudes from the pure spinor superstring (Q6155503) (← links)
- Tree level amplitudes from soft theorems (Q6158513) (← links)
- The duality between color and kinematics and its applications (Q6592160) (← links)
- A universal splitting of tree-level string and particle scattering amplitudes (Q6598603) (← links)
- Pions from higher-dimensional gluons: general realizations and stringy models (Q6609377) (← links)
- Higher-derivative relations between scalars and gluons (Q6609419) (← links)
- On universal splittings of tree-level particle and string scattering amplitudes (Q6633705) (← links)
- Hidden zeros for particle/string amplitudes and the unity of colored scalars, pions and gluons (Q6647529) (← links)