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arxiv: 1404.3611 · v1 · pith:4E7JVY6Enew · submitted 2014-04-14 · 🧮 math.CA · math.RA

Approche galoisienne de la transcendance diff\'erentielle

classification 🧮 math.CA math.RA
keywords differentialtheorytranscendenceapplicationsapproachapprochecalleddiff
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In this survey we present the parameterized Galois theory of difference equations, as introduced by Hardouin-Singer. The purpose of this theory is to give a systematic approach to differential transcendence, also called hypertranscendence. As an example of the applications, we explain the Galoisian proof of H\"older's theorem on the differential transcendence of the Gamma function.

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