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      MATH. 311:  VECTOR ANALYSIS 
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Section 2: 
      TTh 14:00->15:15     Mitchell Hall 107
      Instructor: Vageli Coutsias
      Office      Humanities 432
      ext.        2773310
      email       vageli@math.unm.edu
      webpage     http://math.unm.edu/~vageli/
      office hours  T-Th  8:30-9:30, Th 13:00->14:00
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      Text (required): H.F. Davis and A.D. Snyder
            Introduction to Vector Analysis
            7th Edition, Hawkes Pub., ISBN 0-697-16099-8
      Also required:  M.R. Spiegel
            Schaum's Outlines--Vector Analysis (price: $14.95)
            McGraw-Hill, ISBN 0-07-060228-X
              (excellent source of solved problems and examples)
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      COURSE POLICIES
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     *Homework policy: Problems assigned each class time; due in class
                during next class period 
                Two - four problems per assignment will be collected
                and graded.                      Each problem worth 5 pts.
     *Quizzes: there will be a 15' quiz each Thursday        (worth 25 pts.)
               based on the assigned (ungraded) problems from the
               previous week's lectures (i.e. Quiz 12 is based on
               material from the 12th week of the course etc.)
     *Final: cumulative final (on Tue. May. 13, 12:30->14:30),   300 pts.
     *Make-up policy: No make-up for late assignments.
                Make-up can be arranged for quizzes missed with VALID
                excuse (illness, family emergency, active participation 
                        in scholarly or athletic activities) 
               *if prior notice is given.
     *Attendance: is not mandatory, but will not be able to assist if you 
                miss class without a valid reason.
     *Special Arrangements: any student requiring special arrangements 
                due to disability must inform me during the first two weeks.
NOTE:
* Note that I do use the WP/WF option for withdrawals. At any point of the
  course, condition for a WP is a cummulative point grade approx. at 50% of
  the highest point total in the class (i.e. the highest total of points
  for any student, not the maximum possible!).
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