Scientific laws make no mention of causes, for instance. Galileo’s law for a freely-falling body
d = 1/2gt2
tells us how far the object has fallen in a given number of seconds. The value for ‘g’ – 32.2 ft/sec2 – cannot be said to ‘cause’ the object to fall. (I propose a way to say that it does.)
In the ‘Deductive-Nomological’ model logical deduction takes the place of causality. You derive the phenomenon in question as a logical conclusion from general laws plus a statement of initial conditions. Indeed, to its advocates it was a virtue that it avoided issues of causality.
Increasingly, scientific explanations take the form of statistical correlations, leaving the question of causality entirely aside. The belief seems to be that, once you grasp the patterns of statistical variation, you have access to everything that it is possible – or necessary – to know.
So, are causal relations real features of the world or are they not? If they are, then explanations omitting them are spurious.
On the other hand, if they are not real, some difficult philosophical questions arise. A formulation of a law of nature is logically contingent. So if we take it to express a natural necessity then (barring the postulation of a Lawgiver) there will be no explanation why the particular law in question is the law. On the other hand if we accept a statistical correlation as the explaining formula, then the fact of the correlation itself cries out for explanation.
To be fair, three important considerations made denying a place for causality in explanation seem a reasonable thing to do – one historical, one epistemic, the third conceptual.
In the ‘Deductive-Nomological’ model logical deduction takes the place of causality. You derive the phenomenon in question as a logical conclusion from general laws plus a statement of initial conditions. Indeed, to its advocates it was a virtue that it avoided issues of causality.
Increasingly, scientific explanations take the form of statistical correlations, leaving the question of causality entirely aside. The belief seems to be that, once you grasp the patterns of statistical variation, you have access to everything that it is possible – or necessary – to know.
So, are causal relations real features of the world or are they not? If they are, then explanations omitting them are spurious.
On the other hand, if they are not real, some difficult philosophical questions arise. A formulation of a law of nature is logically contingent. So if we take it to express a natural necessity then (barring the postulation of a Lawgiver) there will be no explanation why the particular law in question is the law. On the other hand if we accept a statistical correlation as the explaining formula, then the fact of the correlation itself cries out for explanation.
To be fair, three important considerations made denying a place for causality in explanation seem a reasonable thing to do – one historical, one epistemic, the third conceptual.
First, causes formed a central feature in Aristotelian natural philosophy. It is easier now to see that the apparent incompatibility between Aristotelian and Early Modern forms of explanation arose from features of a particular historical situation; it isn’t logical or metaphysical. 16th century Aristotelian natural philosophy was routinized and degenerate, but in the 14th century it was still very much alive and fruitful in results. Natural philosophers were mathematicizing Aristotle’s principles of moving bodies. William of Heytesbury, a member of the ‘Mertonian Calculators,’ derived the mean speed theorem usually attributed to Galileo. Jean Buridan improved on Aristotle by postulating that a moving body possessed an impetus. This impetus was proportional to the object’s weight, not identical to it as in Aristotle. It was an enduring property, thus it did not require continued action to maintain it. More importantly, in Buridan’s application of impetus to freely-falling bodies it causes a change the momentum of the body: that is, like Galileo’s factor g, it was an acceleration. To be sure, on Buridan’s account objects with more mass should fall faster. But this was also true in Galileo’s earlier Pisan dynamical theory (1589), which was not a significant improvement on Buridan. It’s now reasonable to claim that the resources necessary to have produced the Scientific Revolution were available to thinkers within the Aristotelian synthesis. Thus it is merely a contingent historical fact that the New Science makes no appeal to causes.
Second, it is reasonable to suppose that, even if there are causal relations, we have no independent cognitive access to them. All we can hope for are empirically discoverable natural laws or statistical correlations. However, it is also reasonable to suppose that we do have such access. The view that we don’t was of course codified in philosophy by Hume and has become one of the deep prejudices in philosophy. Pace Hume, we observe causes quite frequently. As John Searle points out, when a car backfiring makes you jump, you experience the causal relation: you don’t need to experience two backfires to get the connection. Wittgenstein’s advice to philosophers is particularly helpful here: “Don’t think, but look!”
Third, the prevailing debate on causality concerns whether it is a relation between events or states of affairs. However, this is a symptom rather than a cause of the modern avoidance of appeal to the relation. It is a logicizing of the relation, reducing it to a species of entailment. It leaves us unsure about such fundamental issues as whether it is even a temporal relation at all.
Are these considerations a sufficient excuse for continuing to avoid causality? I think not. If there is no fundamental conflict between two fundamental styles of explanation, then causal explanations and the whole panoply of contemporary science can work together. Indeed they should.
The concept of causality I favor would make it not just a relation between events or states of affairs, but between individuals in a number of categories – including events and states of affairs. Abstractly, the properties of an individual N give it causal powers to affect, and to be affected by, other individuals. Those powers would be described dispositionally and functionally. Sometimes N’s causal powers result in effects on individual J and sometimes they don’t, depending on J’s own powers as well as features of the environment.
Second, it is reasonable to suppose that, even if there are causal relations, we have no independent cognitive access to them. All we can hope for are empirically discoverable natural laws or statistical correlations. However, it is also reasonable to suppose that we do have such access. The view that we don’t was of course codified in philosophy by Hume and has become one of the deep prejudices in philosophy. Pace Hume, we observe causes quite frequently. As John Searle points out, when a car backfiring makes you jump, you experience the causal relation: you don’t need to experience two backfires to get the connection. Wittgenstein’s advice to philosophers is particularly helpful here: “Don’t think, but look!”
Third, the prevailing debate on causality concerns whether it is a relation between events or states of affairs. However, this is a symptom rather than a cause of the modern avoidance of appeal to the relation. It is a logicizing of the relation, reducing it to a species of entailment. It leaves us unsure about such fundamental issues as whether it is even a temporal relation at all.
Are these considerations a sufficient excuse for continuing to avoid causality? I think not. If there is no fundamental conflict between two fundamental styles of explanation, then causal explanations and the whole panoply of contemporary science can work together. Indeed they should.
The concept of causality I favor would make it not just a relation between events or states of affairs, but between individuals in a number of categories – including events and states of affairs. Abstractly, the properties of an individual N give it causal powers to affect, and to be affected by, other individuals. Those powers would be described dispositionally and functionally. Sometimes N’s causal powers result in effects on individual J and sometimes they don’t, depending on J’s own powers as well as features of the environment.
So Galileo’s g does ‘cause’ an object to fall. It is a measure of an object’s disposition to accelerate. Accordingly, causes don’t ‘necessitate’. Air resistance could affect the distance the object falls in a given time. Unlike Hume, we could still say that N is being affected, still has the disposition, even though it is not manifesting it. Dispositions and functions can be said to be ‘realized’ by the micro-entities of standard science.
The advantage to this explanatory move is that the temptations toward instrumentalism and eliminativism so common in our present explanatory practices would be much diminished, if they do not vanish entirely.
Who’s with me?
The advantage to this explanatory move is that the temptations toward instrumentalism and eliminativism so common in our present explanatory practices would be much diminished, if they do not vanish entirely.
Who’s with me?
Thomas Pyne
Department of Philosophy
Sacramento State