Means or side effect is a question about dependence
Either the good outcome needs the harm, or it comes about without it. The test is to intervene on the harm and re-evaluate the good, which is the but-for test applied to a harm.
The doctrine of double effect allows a harm that is a side effect of a good act and forbids the same harm used as the means. The lab reads that distinction as dependence: write the case as structural equations, flip the harm, and see whether the good outcome changes. If it does the harm was the means, and if not it was a side effect.
Core ideas
Science, Induction and Causation gave the but-for test. The three ideas below move it from a cause of a fire to a harm that a good act brings with it.
Either the good outcome needs the harm, or it comes about without it. The test is to intervene on the harm and re-evaluate the good, which is the but-for test applied to a harm.
Two cases get different verdicts only because they were written with different equations. The lab confirms that the models behave as written; whether they were written fairly is the part it cannot check.
Double effect is stated in terms of what the agent intends, but a causal model contains no mental states. What the lab tests is the dependence that the intention is supposed to track.
The material
The switch and the loop as small models, and a pair of bombers.
The doctrine of double effect, usually traced to Aquinas, says an act with both a good and a bad effect can be permissible when the act itself is permissible, the bad effect is not intended as a means to the good, and the good is proportionate to the harm. This lesson takes one clause: the bad effect is not the means.
Take the switch case from “The Trolley Problem as a Decision Matrix”. Let L be “the lever is pulled”, M be “a man is on the side track”, E be “the trolley goes onto the side track”, H be “the man is hit” and F be “the five survive”. The model has three equations.
Everything is true in the actual case. To test whether the harm is the means, ask what happens to the five if the harm is set to false while the rest of the model is left alone. F = E, and E has not changed, so the five still survive. The lab reports that the man’s being hit is not a but-for cause of the five surviving, and not a cause at all. The five live because the trolley left their track; the man’s death is something that happens on the way.
Now the loop. The side track curves back to the main one, so the trolley would reach the five anyway unless something stops it, and the man’s body does. The first two equations are the same, but the third changes.
A harm is a means to a good when the good depends on it: set the harm to false, hold everything else as it was, and the good fails. It is a side effect when the good comes about whether or not the harm occurs.
Flip H in the loop and F becomes false: the five die. The harm is a but-for cause of the good, so it is a means. The two cases have the same lever, the same body count and the same outcome for the five. They differ in one equation. In “The Trolley Problem as a Decision Matrix” the loop was put on the forbidden list by hand. The structure says why someone who accepts the doctrine would put it there.
A strategic bomber destroys a munitions factory, and civilians next to it die; the war is shortened because the factory is gone. A terror bomber kills the same number of civilians in order to break morale; the war is shortened because morale breaks. In the first model the war’s shortening does not depend on the civilian deaths, in the second it does. The two presets print different verdicts for the same deaths and the same benefit.
Three limits apply. The lab tests one clause. It does not test whether the act is itself permissible or the good proportionate to the harm. It also cannot say that a means is worse than a side effect, which is the doctrine’s central claim and the one most often disputed; many people judge the loop permissible, and the doctrine has to say they are wrong. And the equations are a description of the case. Redescribe the switch so that the five survive only if the man’s weight slows the trolley, and the verdict changes with no change in anyone’s conduct.
Interactive
But-for, held fixed, and joint
Method
Four steps. The model is written before the test is run, and the verdict belongs to the model.
Pick one variable for the harm and one for the good it accompanies. They must be events in the model, not descriptions of the agent.
Say what each variable depends on, as the case is described. Whether the good needs the harm is decided here, by what you write.
Set the harm to its opposite, leave the rest, and read whether the good changes. That is the but-for test.
A harm that is a means fails the clause that the harm not be the means. Whether the act is permissible and the good proportionate are separate questions.
Both models have the harm true and the five surviving. Flip the harm.
In the switch the five are saved by the turning of the trolley, and the man is hit afterwards. In the loop they are saved by the man’s being hit. The lab reports the first as not a cause and the second as a but-for cause, which is the distinction the doctrine draws and nothing more.
Given a case with a good and a harm, you should be able to write the structural equations, intervene on the harm, report whether the good depends on it, and name the clauses of the doctrine the test leaves unchecked.
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