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Directory:Jon Awbrey/Papers/Dynamics And Logic
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Revision as of 17:09, 12 June 2009
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17:09, 12 June 2009
→Note 2
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==Note 2==
==Note 2==
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We have just met with the fact that the differential of the '''''and''''' is the '''''or''''' of the differentials.
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{| align="center" cellpadding="6" width="90%"
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| align="center" |
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<math>p ~\operatorname{and}~ q \quad \xrightarrow{~\operatorname{Diff}~} \quad \operatorname{d}p ~\operatorname{or}~ \operatorname{d}p</math>
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|-
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| align="center" |
<pre>
<pre>
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We have just met with the fact that
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the differential of the "and" is
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the "or" of the differentials.
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p and q --Diff--> dp or dq.
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o-------------------------------------------------o
o-------------------------------------------------o
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| |
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| p q --Diff--> ((dp) (dq)) |
| p q --Diff--> ((dp) (dq)) |
o-------------------------------------------------o
o-------------------------------------------------o
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</pre>
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|}
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<pre>
It will be necessary to develop a more refined analysis of
It will be necessary to develop a more refined analysis of
this statement directly, but that is roughly the nub of it.
this statement directly, but that is roughly the nub of it.
Jon Awbrey
12,080
edits