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1908 Nov 11
Logic
32

condition were not fulfilled Ν would not be ν, 4th, that the actual state of things is
such that whenever the third condition were fulfilled, Μ's being μ would entail L's
being λ, and 5th that the actual state of things is such that if the fourth condition were
not fulfilled Μ's being μ would not entail L's being λ, in any of these three cases
and in no others I shall say that Ν is determined in Accord with Μ's being
μ. This definition is so intricate that you will probably be unable to follow
it without the aid of a diagrammatic representation of it backed up by examples
drawn from history.

To be used; but reformed!!

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