Below is a list of the historical complex analysis problems from the UCLA analysis qualifying exam that, week-by-week, I believe we have developed enough theory to solve. I include in this list problems which require some extra material from other subjects, notably some general facts from real analysis and, occasionally, algebraic topology.

I have not carefully checked that every problem listed here really can be solved with current material, so there may be some errors. In particular, I may at one point list a problem as solvable and later (when the same problem appears on a later exam) list it as unsolvable.

The list starts at Week 7, because that's when I first put the list together.

Exam Solvable problems
Fall 2001 C2,C3,C4,C5
Fall 2002 12,13,14,15
Spring 2002 10,11,12,14
Winter 2002 9,10,12
Fall 2003 8,10,12
Winter 2003 10,11,12
Fall 2004 8
Winter 2004 CA1,CA2,CA3,CA5
Fall 2005 C1,C3,C4,C5
Fall 2006 7,9
Spring 2006 7,8,9,10
Fall 2007 13
Winter 2007 7,9,11,12
Fall 2008 8,11,12
Spring 2008 9,10,12
Fall 2009 8,9
Spring 2009 7,8,11
Fall 2010 7,8,9,11
Spring 2010 6,8,12
Fall 2011 7,9,11,12
Spring 2011 7,9
Fall 2012 2,8,9,10,11
Spring 2012 9,10,11,12
Fall 2013 1,2,3
Spring 2013 5,7,9,12
Fall 2014 8,9
Spring 2014 7,9,10
Fall 2015 7,8,10
Spring 2015 8,10,11,12
Fall 2016 9,11,12
Spring 2016 7,9,10,11
Fall 2017 8,9,12
Spring 2017 8,10,11
Fall 2018 7,9,10
Spring 2018 7
Fall 2019 7,8,10,12
Spring 2019 10
Spring 2020 10,11

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