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Differential Function Fields and Moduli of Algebraic Varieties (Lecture Notes in Mathematics)
Differential Function Fields and Moduli of Algebraic Varieties (Lecture Notes in Mathematics)
Date: 14 June 2011, 12:47

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Our background consists of two theories each having quite classical roots namely:
A) The theory of algebraic differential equations (ADE's) with no movable singularity and
B) The Galois theory of ADE's.
The first theory was initiated by Fuchs, Poincare', Painleve and has been given modern treatments through the work of several people. The second theory goes
beck to Picard and Vessiot and reached a very elegent and general form through the work of Kolchin.

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