Maths - Cayley-Dickson Construction - program to generate

Here is how I generated the tables for this page.

The tables were generated using this program.

The output of this program is shown below. To produce the results the program needs to have an XML input code. At the bottom of this page I have listed this input code.

 

XML input code

To produce the results the program needs to have an XML input code listed here:

<classDef>
<outputTable type="product" format="html" name="g 3,0,0" analyse="on" enableLabels="on">
<mathTypeMulti name="a" type="3" sign="0" zero="0" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 3,0,0" analyse="on" enableLabels="on">
<mathTypeMulti name="a" type="3" sign="0" zero="0" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 2,1,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="1" zero="0" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 2,1,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="1" zero="0" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 1,2,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="3" zero="0" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 1,2,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="3" zero="0" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 0,3,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="7" zero="0" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 0,3,0" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="7" zero="0" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 2,0,1" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="0" zero="2" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 2,0,1" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="0" zero="2" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 1,1,1" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="1" zero="2" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 1,1,1" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="1" zero="2" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 1,0,2" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="0" zero="3" subAlgebra="all"/>
</outputTable>
<outputTable type="product" format="html" name="g+ 1,0,2" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="0" zero="3" subAlgebra="even"/>
</outputTable>
<outputTable type="product" format="html" name="g 0,0,3" analyse="on" enableLabels="on">
<mathTypeMulti name="b" type="3" sign="0" zero="7" subAlgebra="all"/>
</outputTable>
</classDef>


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