Pages that link to "Item:Q785766"
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The following pages link to A conical approach to Laurent expansions for multivariate meromorphic germs with linear poles (Q785766):
Displaying 7 items.
- An algebraic formulation of the locality principle in renormalisation (Q1999230) (← links)
- From orthocomplementations to locality (Q2023401) (← links)
- Renormalization of Feynman amplitudes on manifolds by spectral zeta regularization and blow-ups (Q2659440) (← links)
- Locality and renormalization: Universal properties and integrals on trees (Q5110741) (← links)
- Mathematical reflections on locality (Q6179758) (← links)
- Locality Galois groups of meromorphic germs in several variables (Q6189334) (← links)
- A topological splitting of the space of meromorphic germs in several variables and continuous evaluators (Q6548512) (← links)