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Suvrit
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According to Marker's "Model Theory: An Introduction""Model Theory: An Introduction", the real exponential field has a $\forall\exists$ axiomatization (because it is model complete) but no-one has any idea what such an axiomatization might look like. Has any progress been made on this since the early 2000s when Marker wrote this?

According to Marker's "Model Theory: An Introduction", the real exponential field has a $\forall\exists$ axiomatization (because it is model complete) but no-one has any idea what such an axiomatization might look like. Has any progress been made on this since the early 2000s when Marker wrote this?

According to Marker's "Model Theory: An Introduction", the real exponential field has a $\forall\exists$ axiomatization (because it is model complete) but no-one has any idea what such an axiomatization might look like. Has any progress been made on this since the early 2000s when Marker wrote this?

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Rob Arthan
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Axiomatizations of the real exponential field

According to Marker's "Model Theory: An Introduction", the real exponential field has a $\forall\exists$ axiomatization (because it is model complete) but no-one has any idea what such an axiomatization might look like. Has any progress been made on this since the early 2000s when Marker wrote this?