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14 bytes added ,  17:30, 11 August 2008
→‎Duality, logical and topological: sub [initial equation/formal initial]
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A blank sheet of paper can be represented in linear text as a blank space, but that way of doing it tends to be confusing unless the logical expression under consideration is set off in a separate display.
 
A blank sheet of paper can be represented in linear text as a blank space, but that way of doing it tends to be confusing unless the logical expression under consideration is set off in a separate display.
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For example, consider the axiom or formal initial that is shown below:
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For example, consider the axiom or initial equation that is shown below:
    
[[Image:Logical_Graph_(()).jpg|center]]
 
[[Image:Logical_Graph_(()).jpg|center]]
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This can be written inline as “&nbsp;<math>(~(~)~)~=</math>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;” or set off in a text display:
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This can be written inline as “&nbsp;<math>(~(~)~)~=</math>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;” or set off in a text display:
    
<br>
 
<br>
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