The paper proves new splitting theorems for p-adic differential modules over relative polyannuli and shows that the Christol-Mebkhout and Dwork definitions of p-adic exponents coincide.
Spectral theory and analytic geometry over non-Archimedean fields
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On generalized Fuchs theorem over relative $p$-adic polyannuli
The paper proves new splitting theorems for p-adic differential modules over relative polyannuli and shows that the Christol-Mebkhout and Dwork definitions of p-adic exponents coincide.