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<talk>
  <title>Descent for differential operators</title>
  <speaker>Tingting Fang (FSU)</speaker>
  <abstract>
    Given a differential operator L defined over C(t), we can
    decide if it can be reduced to another differential operator
    L`, which is defined over a subfield of C(t) with index 2. By
    doing this we can probably get a simpler operator which is
    equivalent to the original one. This is very helpful to solve
    a class of differential equations. This talk will show how
    can we realize this idea.
  </abstract>
</talk>

