Teaching Discrete Mathematics via Primary Historical Sources
<p><cite><b>
WHAT THE KNOWLEDGE OF THE HISTORY OF MATHEMATICS AND OF THE PARTICULAR SUBJECT
CAN OFFER US:
</b></cite>
</p><ul>
<li>A human vision of science and of mathematics: not
just truths, methods, techniques
coming from nowhere, not just facts and skills without soul,
without history, but the results
of the efforts of persons motivated by deep interest and passion;
not as godlike science, but
human and so incomplete and fallible; the human side of the great
discoveries and discoverers.</li>
<p></p><li>A frame in which all elements appear in their right place:
not facts centuries apart in
their origin presented together in the same bag without a single
remark, but explorations in their own
context and with their own motivation; past fashions in order to
be able to understand present
fashions; the deep connections along time of the different
leitmotivs of the mathematical symphony.</li>
<p></p><li>A dynamical vision of the evolution of mathematics:
the motivation and driving forces at
the roots of the ideas and methods of the subject; the
primordial creativity around each
particular subject, its genesis and its progress</li></ul>