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| ===Reality at the Threshold of Logic=== | | ===Reality at the Threshold of Logic=== |
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− | <blockquote>
| + | {| width="100%" |
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| <p>But no science can rest entirely on measurement, and many scientific investigations are quite out of reach of that device. To the scientist longing for non-quantitative techniques, then, mathematical logic brings hope.</p> | | <p>But no science can rest entirely on measurement, and many scientific investigations are quite out of reach of that device. To the scientist longing for non-quantitative techniques, then, mathematical logic brings hope.</p> |
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− | <p>W.V. Quine, ''Mathematical Logic'', [Qui, 7]</p>
| + | |- |
− | </blockquote>
| + | | align="right" colspan="3" | — W.V. Quine, ''Mathematical Logic'', [Qui, 7] |
| + | |} |
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| ===Tables of Propositional Forms=== | | ===Tables of Propositional Forms=== |
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− | <blockquote>
| + | {| width="100%" |
| + | | width="3%" | |
| + | | width="94%" | |
| <p>To the scientist longing for non-quantitative techniques, then, mathematical logic brings hope. It provides explicit techniques for manipulating the most basic ingredients of discourse.</p> | | <p>To the scientist longing for non-quantitative techniques, then, mathematical logic brings hope. It provides explicit techniques for manipulating the most basic ingredients of discourse.</p> |
− | | + | | width="3%" | |
− | <p>W.V. Quine, ''Mathematical Logic'', [Qui, 7-8]</p>
| + | |- |
− | </blockquote>
| + | | align="right" colspan="3" | — W.V. Quine, ''Mathematical Logic'', [Qui, 7–8] |
| + | |} |
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| ==A Differential Extension of Propositional Calculus== | | ==A Differential Extension of Propositional Calculus== |