Schröder-Bernstein property/External Links: Difference between revisions
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*[http://sbseminar.wordpress.com/2007/10/30/theme-and-variations-schroeder-bernstein/ Theme and variations: Schroeder-Bernstein] | |||
[http://sbseminar.wordpress.com/2007/10/30/theme-and-variations-schroeder-bernstein/ Theme and variations: Schroeder-Bernstein] | |||
Various Schröder–Bernstein problems are discussed in a group blog by 8 recent Berkeley mathematics Ph.D. | Various Schröder–Bernstein problems are discussed in a group blog by 8 recent Berkeley mathematics Ph.D. | ||
[http://mathoverflow.net/questions/1058/when-does-cantor-bernstein-hold When does Cantor Bernstein hold?] | *[http://mathoverflow.net/questions/1058/when-does-cantor-bernstein-hold When does Cantor Bernstein hold?] | ||
"Mathoverflow" discusses the question in terms of category theory: "Can we characterize Cantor-Bernsteiness in terms of other categorical properties?" | "Mathoverflow" discusses the question in terms of category theory: "Can we characterize Cantor-Bernsteiness in terms of other categorical properties?" | ||
*[http://www.academia.edu/1222114/Schroder-Bernstein_Theorem The Schroder-Bernstein Theorem] - paper by Siddharth Vishwanath published at Academia.edu | |||
[http:// | *[http://www.whitman.edu/mathematics/higher_math_online/section04.09.html The Schröder-Bernstein Theorem] - Introduction to Higher Mathematics by Patrick Keef and David Guichard, Department of Mathematics, Whitman College. | ||
[http:// | *[http://arxiv.org/abs/0912.1363 'The Schröder-Bernstein property for weakly minimal theories'] | ||
[http:// | *[http://arxiv.org/abs/1202.6535 'The Schroder-Bernstein property for a-saturated models'] |
Latest revision as of 03:19, 29 November 2013
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Various Schröder–Bernstein problems are discussed in a group blog by 8 recent Berkeley mathematics Ph.D.
"Mathoverflow" discusses the question in terms of category theory: "Can we characterize Cantor-Bernsteiness in terms of other categorical properties?"
- The Schroder-Bernstein Theorem - paper by Siddharth Vishwanath published at Academia.edu
- The Schröder-Bernstein Theorem - Introduction to Higher Mathematics by Patrick Keef and David Guichard, Department of Mathematics, Whitman College.