Pages that link to "Item:Q1868937"
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The following pages link to Three-loop Yang-Mills \(\beta\)-function via the covariant background field method (Q1868937):
Displaying 14 items.
- The background field method and the linearization problem for Poisson manifolds (Q874583) (← links)
- Notes on divergences and dimensional transmutation in Yang-Mills theory (Q1047065) (← links)
- Heat kernel: proper-time method, Fock-Schwinger gauge, path integral, and Wilson line (Q2215185) (← links)
- Background field method and nonlinear gauges (Q2281129) (← links)
- Diagram technique for the heat kernel of the covariant Laplace operator (Q2313822) (← links)
- Three-loop SM beta-functions for matrix Yukawa couplings (Q2355036) (← links)
- Explicit Cutoff Regularization in Coordinate Representation (Q5878980) (← links)
- Three loop gauge \(\beta{}\)-function for the most general single gauge-coupling theory (Q5936337) (← links)
- Background field method in the Wilson formulation (Q5942515) (← links)
- Ordered exponential and its features in Yang–Mills effective action (Q6087170) (← links)
- On the effective action for scalars in a general manifold to any loop order (Q6097351) (← links)
- New covariant Feynman rules for effective field theories (Q6105588) (← links)
- Factorization of covariant Feynman graphs for the effective action (Q6120052) (← links)
- Three-loop divergences in effective action of 4-dimensional Yang-Mills theory with cutoff regularization: \({\Gamma }_4^2\)-contribution (Q6634780) (← links)
