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Tarski's axioms
Tarski's axioms
, due to
Alfred Tarski
, are an
axiom
set for the substantial fragment of
Euclidean geometry
, called "
elementary
," that is formulable in
first-order logic
with
identity
, and requiring no
set theory
. Other modern axiomizations of Euclidean geometry are those by
Hilbert
and
George Birkhoff
.
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