


25 February 1999 Vol. 4, No. 8A
THE MATH FORUM INTERNET NEWS - FEBRUARY 1999 DISCUSSIONS
This special issue of the Math Forum's weekly newsletter
highlights recent interesting conversations on Internet
math discussion groups.
For a full list of these groups with links to topics covered
and information on how to subscribe, see:
http://mathforum.org/discussions/
Replies to individual discussions should be addressed to
the appropriate group rather than to the newsletter editor.
______________________________ + ______________________________
FEBRUARY SUGGESTIONS:
AMTE - the mailing list of the Association of Mathematics
Teacher Educators, archived by the Math Forum at:
http://mathforum.org/epigone/amte/
- My personal list of mysterious difficulties in teaching
Math 101 (18 Jan. 1999)
http://mathforum.org/epigone/amte/thilzhermly/
http://mathforum.org/epigone/amte/shoxmerbrerd/
"... in all my experience with this class there is still a
list of student difficulties that totally baffle me, and
in all the discussions that I have heard about math
education I have never heard them properly addressed. So
I have decided to write them down and see if other math
instructors have encountered the same frustrations and
if maybe by putting our heads together we can better
understand them..." - Shelley Walsh
Teaching strategies address absolute value; getting rid
of fractions when solving equations by multiplying through
by the LCM; using formulas to multiply polynomials;
factoring by recognizing something as a perfect square;
solving 2 equations in 2 unknowns by graphing or by
substitution; and graphing 2-variable linear inequalities.
Included are thoughts about the visual approach: students
not reading mathematical expressions as having meaning in
language, but manipulating them more like pictures;
memorization; the difficulty of covering a great many topics
in relatively few contact hours (less really is more); and
the potential advantages of pointing out "pitfalls" in
advance of their occurrence.
______________________________ + ______________________________
MATH-HISTORY-LIST - an unmoderated group dealing with the
history of mathematics, archived by the Math Forum at:
http://mathforum.org/epigone/math-history-list/
- Infinitesimals vs. indivisibles (21 Sept. 1998, responded
to on 10 Feb. 1999)
http://mathforum.org/epigone/math-history-list/gulmehfe/
"Victor Katz has referred to the distinction between
'infinitesimals' and 'indivisibles'... is there a
mathematical (as opposed to a purely philosophical)
distinction here? In other words, is there a mathematical
theory of 'infinitesimals' and one of 'indivisibles'; and
do these two types of mathematical objects have different
properties?" - Stacy Langton
Discussing whether there is more than a verbal distinction
between the two, ranging from Kepler to modern systems of
analysis.
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MATH-TEACH, a list established to facilitate the discussion of
teaching mathematics, including conversations about the NCTM
standards (although not officially sponsored by or affiliated
with the NCTM); open to subscription, unmoderated, and
archived by the Math Forum at:
http://mathforum.org/epigone/math-teach/
- Real-life applications (12 Feb. 1999)
http://mathforum.org/epigone/math-teach/flehflelnoi/
"I am interested in finding real-life applications of
polynomials (adding, multiplying, dividing, etc.) Students
are always asking 'when am I ever going to use this?'
Thanks for your input!" - Cathy Wilkerson
Some suggestions and ideas are offered, including a URL
for "Seven Applications of Polynomials"; ideas on savings
accounts and compound interest; and a debate whether
mathematical models are ever "real-enough-life" applications.
______________________________ + ______________________________
NUMERACY, for those interested in the discussion of educational
issues around adult mathematical literacy, archived at:
http://mathforum.org/epigone/numeracy/
- Facilitating Lifelong Learning (1 Feb. 1999)
http://mathforum.org/epigone/numeracy/gerolyu/
"Our Dutch adult education system has been changing in the
frame of 'Lifelong Learning' to a system of more independent,
'teacher-free', cooperative learning, more short courses per
year, more distance learning and use of technology through
computer-based programs, Internet, etc., certification on
different levels, continuous intake and more possibilities
to start whenever people want to start a course, to work in
people's own time and pace and to finish when people are
ready to finish their course..." - Mieke van Groenestijn
Is the idea of lifelong learning impractical in math because
certain basics must be understood before moving on?
______________________________ + ______________________________
We hope you will find these selections useful, and that you
will browse and participate in the discussion group(s) of
your choice.
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