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{\large \bf Mathematics Fellowship Proposal - Part I - 2014-15}
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\noindent {\bf Name:} ??????
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\noindent {\bf Year of entry into PhD program:} (e.g., Fall '10) ??????
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\noindent {\bf Date of passing the PhD qualifying exams (if applicable):}
??????
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\noindent {\bf Date and result of oral comprehensive exam (if applicable):}
??????
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\noindent {\bf Who is your dissertation advisor (if you have one) ?} ??????
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\noindent {\bf If you are working on your dissertation, include
a one sentence description of your planned research. }
??????
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\noindent {\bf List all previous academic year
funding since you have been at the U of A
(TA, RA, Graduate college fellowship,etc.) in the format semester:source. }
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Fall '08: GC fellowship ???
Spring '09: Math dept TA ???
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{\bf List all the activities you plan to participate in during the
funded period:}
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\noindent {\bf Academic activities:}
% Choose as many items as appropriate from
% Independent study
% Oral comprehensive exam
% Commence dissertation research
% Continute dissertation research
% Conference attendance
% Conference participation
% Complete PhD
???????
\noindent {\bf Professional development and outreach:}
% Choose as many items as appropriate from
% Outreach activites for K-12
% Undergraduate Research Project
% Undergraduate Research Seminar
% Integration Workshop
% Super TA
% Mentoring junior graduate students for the qualifying exams
% Research Seminar (help organize)
% Other (please specify)
???????
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{\bf List the title, date, and name of seminar for any talks you have given,
either here or elsewhere:}
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How I proved the Riemann hypothesis, April 1, 2008, Mathematics
Colloquium, Princeton University ???
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{\bf Which seminars do you regularly attend?}
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Grad student colloquium ?????
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Mathematics colloquium ?????
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{\bf List any publications:}
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\item Proof of the Riemann hypothesis, Annals of Mathematics 57, pp 100-101, (2009). ?????????
\item A fast algorithm for protein folding, Nature 45, pp 200-201 (2009).
??????????
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\noindent {\bf List your graduate coursework at the U of A
(in chronological order).
(Semester/Yr, Course number, Title, Grade, Instructor)}
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Fall, '08: MATH 523a, Real Analysis, A+, Weierstrass ???
Fall, '08: MATH 575a, Numerical Analysis, A+, von Neumann ???
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