Ruled special Lagrangian 3-folds in C^3

Joyce, D

Abstract:

This is the fourth in a series of papers math.DG/0008021, math.DG/0008155, math.DG/0010036 constructing explicit examples of special Lagrangian submanifolds (SL m-folds) in C^m. A submanifold of C^m is ruled if it is fibred by a family of real straight lines in C^m. This paper studies ruled special Lagrangian 3-folds in C^3, giving both general theory and families of examples. Our results are related to previous work of Harvey and Lawson, Borisenko and Bryant. An important class of ruled SL...

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APA Style

Joyce, D. (2000). Ruled special Lagrangian 3-folds in C^3. Proceedings of the London Mathematical Society 85 (2002), 233-256.

MLA Style

Joyce, D. “Ruled Special Lagrangian 3-Folds in C^3.” Proceedings of the London Mathematical Society 85 (2002), 233-256., Proceedings of the London Mathematical Society 85 (2002), 233-256., 2000.

Chicago Style

Joyce, D. 2000. “Ruled Special Lagrangian 3-Folds in C^3.” Proceedings of the London Mathematical Society 85 (2002), 233-256.
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Joyce, D More by this author

Bibliographic Details

Journal:: Proceedings of the London Mathematical Society 85 (2002), 233-256.
Publication date:: 2000-12-08
URN:: uuid:2313ac78-329c-41ba-a448-fd8d0f61867a
Source identifiers:: 14737
Local pid:: pubs:14737

Item Description

Keywords:: math.DG

Terms of use

Notes:: 24 pages, LaTeX, uses packages amsmath and amssymb

License:: Terms and Conditions of Use for Oxford University Research Archive

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