MacLane–Vaquié chains of valuations on a polynomial ring
E Nart - Pacific Journal of Mathematics, 2021 - msp.org
Let (K, v) be a valued field. We reinterpret some results of MacLane and Vaquié on
extensions of v to valuations on the polynomial ring K [x]. We introduce certain MacLane …
extensions of v to valuations on the polynomial ring K [x]. We introduce certain MacLane …
MacLane-Vaquié chains of valuations on a polynomial ring
E Nart - arXiv e-prints, 2019 - ui.adsabs.harvard.edu
Abstract Let $(K, v) $ be a valued field. We review some results of MacLane and Vaquié on
extensions of $ v $ to valuations on the polynomial ring $ K [x] $. We introduce certain …
extensions of $ v $ to valuations on the polynomial ring $ K [x] $. We introduce certain …
MacLane-Vaqui\'e chains of valuations on a polynomial ring
E Nart - arXiv preprint arXiv:1911.01714, 2019 - arxiv.org
Let $(K, v) $ be a valued field. We review some results of MacLane and Vaqui\'e on
extensions of $ v $ to valuations on the polynomial ring $ K [x] $. We introduce certain …
extensions of $ v $ to valuations on the polynomial ring $ K [x] $. We introduce certain …
MACLANE–VAQUIÉ CHAINS OF VALUATIONS ON A POLYNOMIAL RING
E NART - msp. org/pjm, 2021 - msp.org
Let (K, v) be a valued field. We reinterpret some results of MacLane and Vaquié on
extensions of v to valuations on the polynomial ring K [x]. We introduce certain MacLane …
extensions of v to valuations on the polynomial ring K [x]. We introduce certain MacLane …