Pages that link to "Item:Q2092654"
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The following pages link to Operators for generic effective field theory at any dimension: on-shell amplitude basis construction (Q2092654):
Displaying 22 items.
- Conformal structure of the heavy particle EFT operator basis (Q1738455) (← links)
- The bases of effective field theories (Q2440221) (← links)
- Amplitude bases in generic EFTs (Q2678227) (← links)
- The bottom-up EFT: complete UV resonances of the SMEFT operators (Q2686488) (← links)
- Amplitude/operator basis in chiral perturbation theory (Q2696765) (← links)
- LEX-EFT: the light exotics effective field theory (Q6050350) (← links)
- Counting operators in \(N = 1\) supersymmetric gauge theories (Q6079623) (← links)
- On-shell operator construction in the effective field theory of gravity (Q6083719) (← links)
- Complete NNLO operator bases in Higgs effective field theory (Q6105650) (← links)
- Constructing operator basis in supersymmetry: a Hilbert series approach (Q6105658) (← links)
- Building blocks of the flavourful SMEFT RG (Q6158820) (← links)
- Hidden \(\mathrm{U}(N)\) symmetry behind \(\mathcal{N} = 1\) superamplitudes (Q6183563) (← links)
- Effective field theories of axion, ALP and dark photon (Q6198557) (← links)
- One-loop effective action up to dimension eight: integrating out heavy fermion(s) (Q6202777) (← links)
- A complete set of the dimension-8 Green’s basis operators in the Standard Model effective field theory (Q6491917) (← links)
- Complete EFT operator bases for dark matter and weakly-interacting light particle (Q6568119) (← links)
- ALPs, the on-shell way (Q6568180) (← links)
- Positivity from J-basis operators in the standard model effective field theory (Q6568231) (← links)
- Complete UV resonances of the dimension-8 SMEFT operators (Q6568244) (← links)
- Complete CP eigen-bases of mesonic chiral Lagrangian up to \(p^8\)-order (Q6619278) (← links)
- Basis for non-factorizable superamplitudes in \(\mathcal{N} = 1\) supersymmetry (Q6633708) (← links)
- Complete CP-eigen bases of meson-baryon chiral Lagrangian up to \(p^5\)-order (Q6633803) (← links)
