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Alternatively, the anti-representationalist argument can proceed by exhibiting an example of the converse: same qualia, but different content see Block 1990, 64 7).
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Clearly, weakly commuting mappings are compatible, but in view of Example 2.9 the converse does not hold.
The dual of the statement of Desargues' theorem and its proof, for example, is the converse of the theorem and its proof.
We next explored an example of the less common converse situation, in which microarray analysis revealed NOVA-dependent decreases in steady-state mRNA levels.
Finally, note that admissible values for coefficients a 1 and a 2 may be further limited as a consequence of inequality (18b) from Theorem 4, see Example 2. The converse of Theorem 4 also holds for non-degenerate distributions and the statement is given below.
It follows from the following example that the converse of Theorem 3.2 is not true in general.
For any two t-norms T 1 and T 2, where T 1 is T 2 -distributive, we show that T 1 is weaker than T 2 and give an example illustrating the converse of this need not be true.
The following example shows that the converse of (i) of Lemma 3.1 is not true.
A simple example shows that the converse of this proposition does not hold: Example 2.9.
This example shows that the converse of Proposition 2.3 and that of Corollary 2.4 are not generally true.
For example, the converse of the E proposition "No men are immortal" is "No immortals are men" and that of the I proposition "Some man is mortal" is "Some mortal is man".
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com