This is a good opportunity for me to think about a
journal as a whole, especially the very first volume of its kind.
In July 1980, the first volume of FLM, For the
Learning of Mathematics, was published. The cover page is simple, only the
title of the journal and a symbolic graph containing iterated tiles and triangles.
I cannot see the color as in pdf it is black and white, but I tend to believe
the color may be yellow or green. Meanwhile, the back page is empty, with short
statements telling that this is a space for future improvements.
Then I start to read the journal. In total there are
54 pages excluding the cover and the bottom pages. The goal of the journal is
printed on the second page as:
The journal aims to stimulate reflection on and
study of the practices and theories of mathematics education at all levels; to
generate productive discussion; to encourage enquiry and research; to promote
criticism and evaluation of ideas and procedures current in the field. It is
intended for the mathematics educator who is aware that the learning and the
teaching of mathematics are complex enterprises about which much remains to be
revealed and understood.
This journal is published three times in a year,
July, November and March. The price of subscription is also printed on the
second year, along with the staff members of the journal. The instruction of
writing articles to FLM is stated in detail at the end of the journal.
Three out of the nine articles published in this
volume talk about geometry, with the rests talk about different topics. The lengths
of these articles vary a lot. The “Two Cubes” is a one-page article with most
of the page occupied by two reversed cubic boxes. The longest articles are “About
Geometry” and “Alternative Research Metaphors and the Social Context of
Mathematics Teaching and Learning”: 9 pages. The former contains two graphs,
while the latter illustrates 15 graphs and tables. It is clear that these
articles are of different writing styles.
I also chose this journal for analysis. On average, the articles are 6 pages long. The number of illustrations and graphs also varies greatly among these articles. I find it interesting that you imagine coloring the cover picture. This is something I never thought of.
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