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198<br />

some structural components of a theory of experience<br />

69 LAW AND CHANCE<br />

One sometimes hears it said that the movements of the planets obey<br />

strict laws, whilst the fall of a die is fortuitous, or subject to chance. In<br />

my view the difference lies in the fact that we have so far been able<br />

to predict the movement of the planets successfully, but not the<br />

individual results of throwing dice.<br />

In order to deduce predictions one needs laws and initial conditions;<br />

if no suitable laws are available or if the initial conditions cannot be<br />

ascertained, the <strong>scientific</strong> way of predicting breaks down. In throwing<br />

dice, what we lack is, clearly, sufficient knowledge of initial conditions.<br />

With sufficiently precise measurements of initial conditions it would<br />

be possible to make predictions in this case also; but the rules for<br />

correct dicing (shaking the dice-box) are so chosen as to prevent us<br />

from measuring initial conditions. The rules of play and other rules<br />

determining the conditions under which the various events of a random<br />

sequence are to take place I shall call the ‘frame conditions’. They<br />

consist of such requirements as that the dice shall be ‘true’ (made from<br />

homogeneous material), that they shall be well shaken, etc.<br />

There are other cases in which prediction may be unsuccessful. Perhaps<br />

it has not so far been possible to formulate suitable laws; perhaps<br />

all attempts to find a law have failed, and all predictions have been<br />

falsified. In such cases we may despair of ever finding a satisfactory law.<br />

(But it is not likely that we shall give up trying unless the problem does<br />

not interest us much—which may be the case, for example, if we are<br />

satisfied with frequency predictions.) In no case, however, can we say<br />

with finality that there are no laws in a particular field. (This is a<br />

consequence of the impossibility of verification.) This means that my<br />

view makes the concept of chance subjective.* 1 I speak of ‘chance’ when<br />

our knowledge does not suffice for prediction; as in the case of dicing,<br />

where we speak of ‘chance’ because we have no knowledge of the initial<br />

conditions. (Conceivably a physicist equipped with good instruments<br />

could predict a throw which other people could not predict.)<br />

In opposition to this subjective view, an objective view has sometimes<br />

been advocated. In so far as this uses the metaphysical idea that<br />

* 1 This does not mean that I made any concession here to a subjective interpretation of<br />

probability, or of disorder or randomness.

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