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, 02:42, 17 June 2009
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| Figure 24-1 shows the proposition <math>pq\!</math> once again, which we now view as a scalar field, in effect, a potential "plateau" of elevation 1 over the shaded region, with an elevation of 0 everywhere else. | | Figure 24-1 shows the proposition <math>pq\!</math> once again, which we now view as a scalar field, in effect, a potential "plateau" of elevation 1 over the shaded region, with an elevation of 0 everywhere else. |
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− | {| align="center" cellspacing="10" style="text-align:center; width:90%" | + | {| align="center" cellspacing="10" style="text-align:center" |
− | | | + | | [[Image:Field Picture PQ Conjunction.jpg|500px]] |
− | <pre>
| + | |- |
− | o---------------------------------------------------------------------o
| + | | <math>\text{Figure 24-1. Proposition}~ pq : X \to \mathbb{B}</math> |
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− | | X |
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− | | o-------------------o o-------------------o | | |
− | | / \ / \ | | |
− | | / o \ |
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− | | / /%\ \ |
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− | | / /%%%\ \ |
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− | | / /%%%%%\ \ |
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− | | / /%%%%%%%\ \ |
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− | | / /%%%%%%%%%\ \ |
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− | | o o%%%%%%%%%%%o o |
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− | | | |%%%%%%%%%%%| | |
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− | | | |%%%%%%%%%%%| | |
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− | | | |%%%%%%%%%%%| | |
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− | | | P |%%%%%%%%%%%| Q | |
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− | | | |%%%%%%%%%%%| | |
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− | | | |%%%%%%%%%%%| | |
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− | | | |%%%%%%%%%%%| | |
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− | | o o%%%%%%%%%%%o o |
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− | | \ \%%%%%%%%%/ / |
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− | | \ \%%%%%%%/ / |
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− | | \ \%%%%%/ / |
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− | | \ \%%%/ / |
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− | | \ \%/ / |
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− | | \ o / |
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− | | \ / \ / |
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− | | o-------------------o o-------------------o |
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− | o---------------------------------------------------------------------o
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− | Figure 24-1. Proposition pq : X -> B | |
− | </pre> | |
| |} | | |} |
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