User Tools

Site Tools


srag

Differences

This shows you the differences between two versions of the page.

Link to this comparison view

Next revision
Previous revision
Next revision Both sides next revision
srag [2016/02/16 09:26]
jasnyder created
srag [2017/11/29 20:22]
jchallenor
Line 1: Line 1:
 +====== Student Algebraic Geometry Seminar ======
 +
 <​html>​ <​html>​
-<​p><​small>​ 
-  Last edited Feb. 15, 2012 at 09:34 PM 
-</​small></​p>​ 
 <​p><​h1>​ Student Algebraic Geometry Seminar</​h1></​p>​ <​p><​h1>​ Student Algebraic Geometry Seminar</​h1></​p>​
 <​p><​h2><​a name="​Logistics"></​a>​Logistics</​h2></​p>​ <​p><​h2><​a name="​Logistics"></​a>​Logistics</​h2></​p>​
-<​p>​Information can be found at <a href="​http://​www.math.ucdavis.edu/​courses.htm">​Math department courses webpage</​a>​ and the UC Davis Math Dept's <a href="​http://​www.math.ucdavis.edu/​research/​seminars?type=2&​when=future.htm">​Seminar Page</​a>​.<​br /><br /></​p>​+<​p>​Information can be found at <a href="​http://​www.math.ucdavis.edu/​courses.htm">​Math department courses webpage</​a>​ and the UC Davis Math Dept's <a href="​http://​www.math.ucdavis.edu/​research/​seminars&​when=future.htm">​Seminar Page</​a>​.<​br /><br /></​p>​
 <​p><​h2><​a name="​description"></​a>​Description</​h2>​ <​p><​h2><​a name="​description"></​a>​Description</​h2>​
 <​p></​p>​ <​p></​p>​
Line 13: Line 12:
 </p> </p>
 <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/​AboutDept/​StudentRunSeminar">​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. ​+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></​p>​
 <​p><​h2><​a name="​schedule"></​a>​Schedule Information</​h2></​p>​ <​p><​h2><​a name="​schedule"></​a>​Schedule Information</​h2></​p>​
srag.txt ยท Last modified: 2017/11/29 20:34 by jchallenor