15 citations · 173 across the 43 of their papers we have counts for
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math.AC2013
Towers of complements to valuation rings and truncation closed embeddings of valued fields
Antongiulio Fornasiero, Franz-Viktor Kuhlmann, Salma Kuhlmann
We study necessary and sufficient conditions for a valued field $\KF$ with value group and residue field $\kf$ (with char $\KF$ = char $\kf$) to admit a truncation closed embed…
math.LO2013★ 5 cited
The valuation difference rank of a quasi-ordered difference field
Salma Kuhlmann, Mickael Matusinski, Francoise Point
There are several equivalent characterizations of the valuation rank of an ordered or valued field. In this paper, we extend the theory to the case of an ordered or valued {\it dif…