In a comment to my question about published papers that originated on math.SE Asaf asks about master's theses. I think it would be interesting to have a list of those as well. So, that's what this thread is for: A list of master's theses and doctoral dissertations that originated on math.SE.

As with the question about papers, perhaps each answer could link to a question or answer on the main site, along with a brief summary of the content of the thesis or dissertation.

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Should we also list dissertations that were never finished because the author hung out on Math.SE too much? –  user53153 Feb 27 '13 at 18:41
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@5pm: If I could finish my masters with a pretty nice thesis (not just saying that on myself, it got great reviews from the referees); I think everyone can. I mean, who here is actually on math.SE more than me? At most you can be here as much as me. :-) –  Asaf Karagila Feb 27 '13 at 18:48
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@zyx While the exact proportion depends on the educational system, many of master-level theses are not published in the form of papers. Not all PhD theses are published in this form either. –  user53153 Feb 28 '13 at 18:05
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@5pm, my previous comment was meant partly as a joke, but I do think it would be a good idea to change the title of the older question to "Papers, theses, dissertations and publications that ...." and consolidate all into one thread. –  zyx Mar 2 '13 at 3:39
    
I dunno, but this is gonna be one hell of a paper if anybody ever figures it out. –  Alexander Gruber Mar 12 '13 at 20:20
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1 Answer

The main part behind my masters thesis was actually the development of my answer: Axiom of choice and automorphisms of vector spaces.

I have rewritten and extended the argument to remove the need for atoms, and to be done directly in ZF by forcing. The thesis itself assumes knowledge of basic forcing arguments (but explains symmetric extensions, choice principles, and another technical construction I ran into needing).

The last chapter of the thesis is a problem introduced to me by Andres Caicedo which I somewhat explained [after finishing my thesis, though] in this answer: For any two sets $A,B$ , $|A|\leq|B|$ or $|B|\leq|A|$.

In the process I also gave various examples which were developed from small questions I had asked on MathOverflow.

The thesis was titled "Vector Spaces and Antichains of Cardinals in Models of Set Theory". My advisor was Uri Abraham. The thesis can be found on my homepage.

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Why no link to your thesis? –  Michael Greinecker Feb 27 '13 at 19:50
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Too lazy to do it now? Oh well, I'll post one. :-) –  Asaf Karagila Feb 27 '13 at 19:51
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