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, 15:22, 25 June 2009
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| Now suppose that the situation with respect to the ''denotative component'' of <math>L,\!</math> in other words, the projection of <math>L\!</math> on the subspace <math>O \times S,</math> can be pictured in the following manner, where equal signs written between ostensible nodes identify them into a single actual node. | | Now suppose that the situation with respect to the ''denotative component'' of <math>L,\!</math> in other words, the projection of <math>L\!</math> on the subspace <math>O \times S,</math> can be pictured in the following manner, where equal signs written between ostensible nodes identify them into a single actual node. |
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− | {| align="center" cellspacing="10" style="text-align:center; width:90%" | + | {| align="center" cellpadding="8" style="text-align:center" |
− | | | + | | [[Image:Factorization Sign Relation L.jpg|500px]] |
− | <pre>
| + | |- |
− | o-----------------------------o
| + | | <math>\text{Figure 3. Denotative Component of Sign Relation}~ L</math> |
− | | Denotative Component of L | | |
− | o--------------o--------------o
| |
− | | Objects | Signs |
| |
− | o--------------o--------------o
| |
− | | |
| |
− | | o |
| |
− | | /= |
| |
− | | / o s |
| |
− | | / /= |
| |
− | | / / o |
| |
− | | / / / |
| |
− | | / / / |
| |
− | | / / / |
| |
− | | / / / |
| |
− | | / / / |
| |
− | | o_1 o-/-/-----o s_1 |
| |
− | | / / |
| |
− | | / / |
| |
− | | o_2 o-/--------o s_2 |
| |
− | | / |
| |
− | | / |
| |
− | | o_3 o-----------o s_3 |
| |
− | | |
| |
− | o-----------------------------o
| |
− | </pre> | |
| |} | | |} |
| | | |