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But it is just such a wonderful coincidence between merely our concepts and actual worldly properties that a linguistic semantics alone does not obviously ensure.
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It doesn't, obviously.
But they do not, obviously.
However, this obviously does not ensure that ${\cal M},w \models A$ implies ${\cal M},w^* \not \models C$ or ${\cal M},w \models C$ for an arbitrary formula $C$.
Continuity does not necessarily ensure success.
Greatness does not ensure popularity.
But that does not ensure the peace.
First, comprehensiveness does not ensure explanatory power.
However, occurrence does not ensure persistence.
"The old system did not ensure that".
He obviously, obviously does not.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com