Editing Minimal surface (section)

==Further reading==
'''Textbooks'''
* [[R. Courant]]. ''Dirichlet's Principle, Conformal Mapping, and Minimal Surfaces.'' Appendix by M. Schiffer. Interscience Publishers, Inc., New York, N.Y., 1950. xiii+330 pp.
* [[H. Blaine Lawson, Jr.]] ''Lectures on minimal submanifolds. Vol. I.'' Second edition. Mathematics Lecture Series, 9. Publish or Perish, Inc., Wilmington, Del., 1980. iv+178 pp. {{ISBN|0-914098-18-7}}
* [[Robert Osserman]]. ''A survey of minimal surfaces.'' Second edition. Dover Publications, Inc., New York, 1986. vi+207 pp. {{ISBN|0-486-64998-9}}, {{mr|0852409}}
* Johannes C.C. Nitsche. ''Lectures on minimal surfaces. Vol. 1. Introduction, fundamentals, geometry and basic boundary value problems.'' Translated from the German by Jerry M. Feinberg. With a German foreword. Cambridge University Press, Cambridge, 1989. xxvi+563 pp. {{ISBN|0-521-24427-7}}
* {{ cite book | last = Nishikawa | first = Seiki | year = 2002 | title = Variational problems in geometry | series = Translations of mathematical monographs; Iwanami series in modern mathematics | volume = 205 | isbn = 0821813560 | issn = 0065-9282 <!--| ref = harv --> | translator-last = Abe | translator-first = Kinetsu | publisher = Providence, R. I. : [[American Mathematical Society]]  | postscript = , translated from: }}
:* {{ cite book | author = 西川青季 | year = 1998 <!-- | date = 1998-01- --> | title = 幾何学的変分問題  | series = 岩波講座現代数学の基礎 | volume = 28 | publisher = [[Iwanami Shoten |岩波書店]] | location = Tokyo | isbn = 4-00-010642-2 | language = Japanese }}
* Ulrich Dierkes, Stefan Hildebrandt, and Friedrich Sauvigny. ''Minimal surfaces.'' Revised and enlarged second edition. With assistance and contributions by A. Küster and R. Jakob. Grundlehren der Mathematischen Wissenschaften, 339. Springer, Heidelberg, 2010. xvi+688 pp. {{ISBN|978-3-642-11697-1}}, {{doi|10.1007/978-3-642-11698-8}} {{closed access}}, {{mr|2566897}}
* [[Tobias Holck Colding]] and [[William Minicozzi|William P. Minicozzi]], II. ''A course in minimal surfaces.'' Graduate Studies in Mathematics, 121. American Mathematical Society, Providence, RI, 2011. xii+313 pp. {{ISBN|978-0-8218-5323-8}}
'''Online resources'''
* {{cite web
 | first1 = Hermann
 | last1 = Karcher
 | first2 = Konrad
 | last2 = Polthier
 | url = http://page.mi.fu-berlin.de/polthier/booklet/intro.html
 | title= Touching Soap Films - An introduction to minimal surfaces
 | year  = 1995
 | access-date = December 27, 2006 }} ''(graphical introduction to minimal surfaces and soap films.)''
* {{cite web
 | title=Periodic Minimal Surfaces Gallery
 | url=http://www-klinowski.ch.cam.ac.uk/pmsgal1.html
| author = Jacek Klinowski
| access-date = February 2, 2009 }} ''(A collection of minimal surfaces with classical and modern examples)''
* {{cite web
 | title=Grape Minimal Surface Library
 | url=http://numod.ins.uni-bonn.de/grape/EXAMPLES/AMANDUS/amandus.html
 | author = Martin Steffens and Christian Teitzel
 | access-date = October 27, 2008 }} ''(A collection of minimal surfaces)''
* {{cite web
 | author = Various
 | url = http://www.eg-models.de/models.html
 | title= EG-Models
 | year  = 2000
 | access-date = September 28, 2004 }} ''(Online journal with several published models of minimal surfaces)''