On linear algebraic groups over pseudoglobal fields
Abstract
Some properties of \(R\)–equivalence and weak approximation in linear algebraic group over global field are generalized to the case of linear algebraic group over an algebraic function field in one variable with pseudofinite constant field.
Keywords
linear algebraic group, Hasse principle, weak approximation, Tate-Shafarevich group, algebraic function field
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