es3a.htmld star is a pentagon.  Note that the inner area
(bounded by 2,4,8,10) is a quadrangle.  Triangles, pentagons, hexagons (e.g.,
2,3,4,8,9,10) can also be seen by inspection.  The number of such constitutive
fragments, their shape and individual connectivity, have exact mathematical
derivations and can be specified for any figure.<p>

<p><a href="esf8b.html">click to see figure</a><p>
<p>
Thus by reference to the foregoing discussion, we have the following logical
espressions for the <u>first basic dialectic movement</u>:<p>
<p>

<center><table noborder><tr>
<th colspan=6><font size=+2>M1:  I--->II</font></th></tr><tr>
<td>Form<hr noshade size=2>Structure</td>
<td>=</td>
<td>Configuration<hr noshade size=2>Connectivity</td>
<td>=</td>
<td>Shape<hr noshade size=2>Dimension</td>
<td>=</td></tr><tr><th></th></tr><tr>
</tr><tr><th></th></tr><tr></tr><tr><th></th></tr><tr>
<td>Position<hr noshade size=2>Ordering</td>
<td>=</td>
<td>1-D, Point<hr noshade size=2>2-D, Triangle</td>
<td>=</td>
<td>White<hr noshade size=2>Yellow</td></tr>
</table></center>


<p><a href="es3b.html">To Chapter 3 (Part 2):  The Cube of Understanding</a>
<p><a href="estoc.html">To Table of Contents:  Volume One</a> <p><a href="../../leon.html">Leon James Home Page</a>


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