Pages that link to "Item:Q4836926"
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The following pages link to Covariant algebraic calculation of the one-loop effective potential in non-Abelian gauge theory and a new approach to stability problem (Q4836926):
Displaying 11 items.
- Effective action and phase transitions in Yang-Mills theory on spheres (Q422383) (← links)
- Non-perturbative heat kernel asymptotics on homogeneous Abelian bundles (Q1048104) (← links)
- One-loop effective action for the gauge field in curved space-time (Q1567982) (← links)
- Stable, finite energy density solutions in the effective theory of non-abelian gauge fields (Q1716720) (← links)
- One-loop quantum gravity in the Einstein universe (Q2636192) (← links)
- QCD EFFECTIVE ACTION WITH A MOST GENERAL HOMOGENEOUS FIELD BACKGROUND (Q3430112) (← links)
- Low-energy effective action in nonperturbative electrodynamics in curved space-time (Q3583610) (← links)
- Covariant algorithms for 1-loop radiation currents in gauge theories and quantum gravity (Q3988886) (← links)
- ON SOME LOCAL PROPERTIES OF YANG–MILLS VACUUM (Q4259547) (← links)
- Zeta Functions, Renormalization Group Equations, and the Effective Action (Q4492510) (← links)
- A new algebraic approach for calculating the heat kernel in quantum gravity (Q5284384) (← links)