Pages that link to "Item:Q1060392"
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The following pages link to Leading large order asymptotics for \((\phi ^ 4)_ 2\) perturbation theory (Q1060392):
Displaying 14 items.
- On the large order behavior of \(\Phi^4_4\) (Q641688) (← links)
- A Lipatov bound for \(\Phi^4_4\) Euclidean field theory (Q641690) (← links)
- Large-order asymptotic terms in perturbation theory: the first \((4-\epsilon )\)-expansion correction to renormalization constants in the \(O(n)\)-symmetric theory (Q843918) (← links)
- Large-order estimates for ground-state energy perturbation series (Q909305) (← links)
- On the local Borel transform of perturbation theory (Q964467) (← links)
- Semi-classical limit of the lowest eigenvalue of a Schrödinger operator on a Wiener space. II: \(P(\phi)_2\)-model on a finite volume (Q1019704) (← links)
- Instantons of two-dimensional fermionic effective actions by inverse scattering transformation (Q1076916) (← links)
- The distributional Borel summability and the large coupling \(\Phi ^ 4\) lattice fields (Q1105135) (← links)
- Ultraviolet problems in field theory and multiscale expansions (Q1116564) (← links)
- Leading RG logs in \(\varphi^4\) theory (Q1416983) (← links)
- (Q3744647) (← links)
- (Q3760782) (← links)
- Asymptotic behavior of renormalization constants in higher orders of the perturbation expansion for the \((4-\varepsilon)\)-dimensionally regularized \(O(n)\)-symmetric \(\phi^4\) theory (Q5959426) (← links)
- An SPDE approach to perturbation theory of \(\Phi_2^4\): asymptoticity and short distance behavior (Q6109920) (← links)
