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- | ====== Student Algebraic Geometry Seminar ====== | + | ====== Student-Run Algebraic Geometry Seminar ====== |
- | Information can be found at UC Davis Math Dept's [[https://www.math.ucdavis.edu/research/seminars/?type=19&when=future|seminar page]]. | + | The student-run algebraic geometry seminar usually occurs Wednesdays at 2 pm (not 2:10 pm). The exact schedule can be found on the math department's [[https://www.math.ucdavis.edu/research/seminars/?type=19&when=future|seminar page]]. |
- | ==== Student-run Seminar Description ==== | + | In Fall 2017, the co-organizers are Oscar Kivinen (<kivineo1@math.ucdavis.edu>) and Priya Kshirsagar (<pskshirsagar@math.ucdavis.edu>). |
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- | In Fall 2017, the co-organizers of the student-run math/applied math seminar are Oscar Kivinen (<kivineo1@math.ucdavis.edu>) and Priya Kshirsagar (<pskshirsagar@math.ucdavis.edu>). | + | |
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- | <html> | + | |
- | <p> | + | |
- | Talks will conceivably cover a broad spectrum, but in general, we envision not-too-technical talks emphasizing ideas. Talks are by students for students, but everyone is welcome. | + | |
- | </p> | + | |
- | <p> | + | |
- | If you would like to give a talk, but on a very introductory level, you may want to consider the <a href="http://galois.math.ucdavis.edu/doku.php?id=srsem">pure/applied grad seminar</a>. That seminar has a general audience, while the audience for this seminar can be assumed to have familiarity with some algebraic topology and manifold theory. | + | |
- | </p></p> | + | |
- | <p><h2><a name="schedule"></a>Schedule Information</h2></p> | + | |
- | <p><p> | + | |
- | The <a href="http://www.math.ucdavis.edu/research/seminars?type=13&when=future">schedule</a> is available through the math department's seminars webpage. You can also look at <a href="http://www.math.ucdavis.edu/research/seminars?type=13&when=past">past talks</a>. | + | |
- | </p></p> | + | |
- | <p><h2><a name="topics"></a>Possible Seminar Topics</h2></p> | + | |
- | <p><p> | + | |
- | Anybody is welcome to talk about mathematics related to Algebraic Geometry.</p> | + | |
- | <p> | + | |
- | The list below may be helpful in your search for a topic. Some items are specific talk ideas while others are keywords to look up and investigate, e.g. using <a href="http://www.ams.org/mathscinet/search/">MathSciNet</a>. There are varying levels of expected difficulty, although each topic can really be taken in deep directions. Please email the organizers with any suggestions for this list.</p> | + | |
- | </p> | + | |
- | </html> | + |