A closedness theorem and applications in geometry of rational points over Henselian valued fields

Tytuł:
A closedness theorem and applications in geometry of rational points over Henselian valued fields
Czasopismo:
Rok:
2020

Opis:
The author develops geometry and topology of the rational points of algebraic varieties over Henselian valued fields including, among others, several versions of curve selection and of the Łojasiewicz inequality, or piecewise continuity of definable functions. Also treated are such topics as extending continuous hereditarily rational functions and the theory of regulous functions, sets and sheaves, including Nullstellensatz and Cartan's theorems A and B.

Strony:
212-233

Tom (seria wydawnicza):
21

Numer DOI:
10.5427/jsing.2020.21m

Access:
OTWARTY

Licencja:
Creative Commons - Uznanie Autorstwa (CC-BY)

Wersja tekstu:
Ostateczna wersja opublikowana

Sposób udostępinienia:
Otwarte czasopismo

Data udostępnienia publikacji:
W momencie opublikowania