Annals of Pure and Applied Logic A note on a theorem of Ax Page 1 Annals of Pure and
Applied Logic 156 (2008) 96–109 Contents lists available at ScienceDirect Annals of Pure and …

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Theorem 1.1. Let (K,∂) be a differential field of characteristic 0 with the field of constants C.
For x1,..., xn∈ K, y1,..., yn∈ K∗, if∂ x1=∂ y1 y1,...,∂ xn=∂ yn yn and∂ x1,...,∂ xn are Q …

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Theorem 1.1. Let (K,∂) be a differential field of characteristic 0 with the field of constants C.
For x1,..., xn∈ K, y1,..., yn∈ K∗, if∂ x1=∂ y1 y1,...,∂ xn=∂ yn yn and∂ x1,...,∂ xn are Q …

Theorem 1.1. Let (K,∂) be a differential field of characteristic 0 with the field of constants C.
For x1,..., xn∈ K, y1,..., yn∈ K∗, if∂ x1=∂ y1 y1,...,∂ xn=∂ yn yn and∂ x1,...,∂ xn are Q …