XXXII--IMMEDIATE INFERENCE

Some logicians maintain that it is possible to draw a kind of

conclusions from one judgment alone. These pretended conclusions are

of two species.

The first is a restatement in different words of the whole or part

of the single idea, and it is preceded by 'therefore' to give it

the appearance of an argument. 'All men suffer, therefore some men

suffer.' 'John is a man, therefore he is a living creature.' 'This

weighs that down, therefore it is heavier.' These are all obvious

tautologisms. It is not an inference to deny the opposite of what we

have asserted, as 'The weather is warm, therefore it is not cold.'

The conditional and dilemmatic examples of logicians abound in such

'inferences.' We cannot entirely avoid these locutions, as they give

point and clearness to speech, but they are not argument, even when

introduced by 'therefore.'

The other species of spurious conclusions arises out of what is

technically called Conversion. This is a process permitted in

Syllogistic in order to render propositions more explicit. The subject

may change places with the predicate, a 'some' may be inserted, an

'all' suppressed, or a 'not' may be made to qualify one word instead

of another. In all this there must be no change in the meaning of the

proposition, and therefore there can be no inference. If the second

proposition means something more or different from the first,

another premise is unconsciously taken for granted, or the supposed

interpretation amounts to interpolation. The reasoner may have

inadvertently or sophistically added something to the original datum.

Here is an example of inference by conversion--'All cabbages are

plants, therefore _some_ plants are cabbages.' If it is not understood

from the terms of the first proposition that plants are limited to

such as are cabbages, the 'some' of the converted proposition is an

interpolation supplied from the reasoner's knowledge of the matter. In

this case the 'quantification' of plants is not a valid inference from

the original information.

Reformed Logic A System Based on Berkeley's Philosophy with an Entirely New Method of Dialectic · 第 78 / 94 题