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- Picard–Vessiot_theory abstract "In differential algebra, Picard–Vessiot theory is the study of the differential field extension generated by the solutions of a linear differential equation, using the differential Galois group of the field extension. A major goal is to describe when the differential equation can be solved by quadratures in terms of properties of the differential Galois group. The theory was initiated by Émile Picard and Ernest Vessiot from about 1883 to 1904.Kolchin (1973) and van der Put & Singer (2003) give detailed accounts of Picard–Vessiot theory.".
- Picard–Vessiot_theory wikiPageID "30247996".
- Picard–Vessiot_theory wikiPageRevisionID "595736012".
- Picard–Vessiot_theory authorlink "Ellis Kolchin".
- Picard–Vessiot_theory last "Kolchin".
- Picard–Vessiot_theory year "1946".
- Picard–Vessiot_theory year "1948".
- Picard–Vessiot_theory subject Category:Differential_algebra.
- Picard–Vessiot_theory comment "In differential algebra, Picard–Vessiot theory is the study of the differential field extension generated by the solutions of a linear differential equation, using the differential Galois group of the field extension. A major goal is to describe when the differential equation can be solved by quadratures in terms of properties of the differential Galois group.".
- Picard–Vessiot_theory label "Picard–Vessiot theory".
- Picard–Vessiot_theory sameAs Picard%E2%80%93Vessiot_theory.
- Picard–Vessiot_theory sameAs Q7190519.
- Picard–Vessiot_theory sameAs Q7190519.
- Picard–Vessiot_theory wasDerivedFrom Picard–Vessiot_theory?oldid=595736012.