Explanatory power

This article deals with explanatory power in the context of the philosophy of science. For a statistical measure of explanatory power, see Coefficient of determination or Mean squared prediction error.

Explanatory power is the ability of a hypothesis or theory to effectively explain the subject matter it pertains to. The opposite of explanatory power is explanatory impotence.

In the past, various criteria or measures for explanatory power have been proposed. In particular, one hypothesis, theory or explanation can be said to have more explanatory power than another about the same subject matter

Recently, David Deutsch proposed that the correct hypothesis or theory, the one that stands out among all possible explanations, is that specific explanation that

By this expression he intends to state that the correct theory, i.e., the true explanation, provides specific details which fit together so tightly that it is impossible to change any one detail without affecting the whole theory.


Deutsch says that the truth consists of detailed and "hard to vary assertions about reality"

Philosopher and physicist David Deutsch offers a criterion for a good explanation that he says may be just as important to scientific progress as learning to reject appeals to authority, and adopting formal empiricism and falsifiability. To Deutsch, these aspects of a good explanation, and more, are contained in any theory that is specific and "hard to vary". He believes that this criterion helps eliminate "bad explanations" which continuously add justifications, and can otherwise avoid ever being truly falsified.[1]


Deutsch takes examples from Greek mythology. He describes how very specific, and even somewhat falsifiable theories were provided to explain how the gods' sadness caused the seasons. Alternatively, Deutsch points out, one could have just as easily explained the seasons as resulting from the gods' happiness - making it a bad explanation, because it is so easy to arbitrarily change details.[1] Without Deutsch's criterion, the 'Greek gods explanation' could have just kept adding justifications. This same criterion, of being "hard to vary", may be what makes the modern explanation for the seasons a good one: none of the details - about the earth rotating around the sun at a certain angle in a certain orbit - can be easily modified without changing the theory's coherence.[1]

Relation to other criteria

It can be argued that the criterion hard to vary is closely related to Occam's razor: both imply logical consistency and a minimum of assumptions.


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