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- W2301014034 abstract "We report on calculations of Feynman periods of primitive log-divergent $phi^4$ graphs up to eleven loops. The structure of $phi^4$ periods is described by a series of conjectures. In particular, we discuss the possibility that $phi^4$ periods are a comodule under the Galois coaction. Finally, we compare the results with the periods of primitive log-divergent non-$phi^4$ graphs up to eight loops and find remarkable differences to $phi^4$ periods. Explicit results for all periods we could compute are provided in ancillary files." @default.
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- W2301014034 date "2017-01-01" @default.
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- W2301014034 title "The Galois coaction on $phi^4$ periods" @default.
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- W2301014034 doi "https://doi.org/10.4310/cntp.2017.v11.n3.a3" @default.
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