Standard
The geometry of reconnection. / Hornig, Gunnar.
An introduction to the geometry and topology of fluid flows. ed. / Renzo L. Ricca. Kluwer Academic, 2001. p. 295-312 (Nato Science Series II: Mathematics, Physics and Chesmistry).
Research output: Chapter in Book/Report/Conference proceeding › Chapter
Harvard
Hornig, G 2001, 'The geometry of reconnection'. in RL Ricca (ed.), An introduction to the geometry and topology of fluid flows. Nato Science Series II: Mathematics, Physics and Chesmistry, vol. 47, Kluwer Academic, pp. 295-312, NATO Advanced Study Institute on Pedagogical Workshop on Geometry and Topology of Fluid Flows, Cambridge, United Kingdom, 11-22 September.
APA
Hornig, G. (2001). The geometry of reconnection. In Ricca, R. L. (Ed.), An introduction to the geometry and topology of fluid flows. (pp. 295-312). (Nato Science Series II: Mathematics, Physics and Chesmistry). Kluwer Academic.
Vancouver
Hornig G. The geometry of reconnection. In Ricca RL, editor, An introduction to the geometry and topology of fluid flows. Kluwer Academic. 2001. p. 295-312. (Nato Science Series II: Mathematics, Physics and Chesmistry).
Author
Hornig, Gunnar / The geometry of reconnection.
An introduction to the geometry and topology of fluid flows. ed. / Renzo L. Ricca. Kluwer Academic, 2001. p. 295-312 (Nato Science Series II: Mathematics, Physics and Chesmistry).
Research output: Chapter in Book/Report/Conference proceeding › Chapter
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isbn = "9781402002076",
series = "Nato Science Series II: Mathematics, Physics and Chesmistry",
pages = "295-312",
booktitle = "An introduction to the geometry and topology of fluid flows",
}
RIS (suitable for import to EndNote) - Download
TY - CHAP
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PY - 2001
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BT - An introduction to the geometry and topology of fluid flows
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T3 - Nato Science Series II: Mathematics, Physics and Chesmistry
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