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Twisted Lubin-Tate Big Witt Vectors and Fleck-Sun-Wan Congruences
We construct a big Witt theory associated with coefficient-multiplicative normalized $σ$-twisted Lubin-Tate formal groups. The resulting $F$-big Witt ring extends Hazewinkel's ramified $q$-typical Witt theory and recovers the usual big Witt ring in the multiplicative case. We also introduce Fleck op
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