Pages that link to "Item:Q964467"
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The following pages link to On the local Borel transform of perturbation theory (Q964467):
Displaying 12 items.
- The operator product expansion converges in perturbative field theory (Q443886) (← links)
- On the large order behavior of \(\Phi^4_4\) (Q641688) (← links)
- A Lipatov bound for \(\Phi^4_4\) Euclidean field theory (Q641690) (← links)
- Leading large order asymptotics for \((\phi ^ 4)_ 2\) perturbation theory (Q1060392) (← links)
- Borel summability of the perturbation series in a hierarchical \(\lambda (\nabla \Phi)^ 4\) model (Q1072270) (← links)
- Local Borel summability of Euclidean \(\Phi_ 4^ 4\): A simple proof via differential flow equations (Q1325587) (← links)
- Large momentum bounds from flow equations (Q1401716) (← links)
- Recursive construction of operator product expansion coefficients (Q2018327) (← links)
- Asymptotically free solutions of the scalar mean field flow equations (Q2674951) (← links)
- Local behaviour of the Chebyshev theorem in models of <i>I</i>⊿<sub>0</sub> (Q4008743) (← links)
- Operator product expansion algebra (Q5407575) (← links)
- Further generalization of the Borel transform for the non-perturbative regime (Q5934959) (← links)