Introduction
Merleau-Ponty's treatment of the Müller-Lyer illusion takes up only a few sentences of the Introduction to Phenomenology of Perception. Yet it contains his whole critique in miniature: one illusion, three theories, and a claim that sounds almost absurd, that the lines are neither equal nor unequal. This reading works through the passage move by move, and ends with a model paraphrase of the argument and its target.
Locating the Passage
The passage is in the first chapter of the Introduction, "Sensation" (Merleau-Ponty [1945] 2012, Introduction, ch. 1). Landes's translation prints the French page numbers in the margin, so learners using Colin Smith's translation can follow along (Merleau-Ponty [1945] 2002). Key phrases below are given in French, with a note on the English under Key Considerations.
No free English translation is available. The free Stanford Encyclopedia of Philosophy entry on Merleau-Ponty summarizes the Introduction's critique (Toadvine 2023, §3).
The figure itself is simple. Two horizontal lines of equal length each have short fins at their ends. On one, the fins point outward, like tails. On the other, they point inward, like arrowheads:
>———————<
<———————>
Most people see the first line as longer, even after measuring them.
Before you start, note the setting. Merleau-Ponty is attacking the idea of pure sensation, and the constancy hypothesis that supports it. The illusion is his test case.
Walking Through the Argument
Step 1: The empiricist says the lines are equal, and perception errs
For empiricism, what reaches the eye determines the sensation. The two lines project equal lengths onto the retina, so the sensations of length must be equal. If the lines nonetheless look unequal, something has been added to the sensations: an error, due perhaps to inattention or a habit of association.
Notice what this does. The theory tells us what we "really" sense before we've looked. When experience disagrees, experience is declared mistaken. The constancy hypothesis is protected by treating perception itself as the anomaly.
Step 2: The intellectualist says a judgment corrects it
Intellectualism reverses the direction but keeps the frame. Perception, for the intellectualist, is judgment. We see unequal lines because we've judged them unequal, misled by the fins. Once we measure and judge correctly, the error is corrected.
Merleau-Ponty's objection is that the correction doesn't reach perception. After you've measured the lines, you know they're equal, and they still look unequal. If perceiving were judging, the new judgment would change the perception. It doesn't. So perception isn't a judgment, or at least not one that knowledge can overrule.
Step 3: In perception, the lines belong to different contexts and aren't comparable
Now Merleau-Ponty offers his own description. As perceived, the lines are ni égales ni inégales: neither equal nor unequal. The question of whether they're equal arises only in the objective world, where lengths are measured against a common standard.
Here's why. In perception, each line isn't an isolated length. It belongs to a figure, with its fins. One line is part of an expanding shape, and the other is part of a contracting shape. The perceived lines are moments of two different wholes. They haven't been placed side by side on a single scale, so the demand that they be either equal or unequal doesn't apply.
That's not a failure of perception. It's what perception is like before measurement. Perception presents things within contexts, and comparison across contexts requires a further, objectifying step.
Indeterminacy as a Positive Feature
The passage's lasting contribution is the concept of indeterminacy. Both classical theories assume that the perceived world is fully determinate: every length is some exact length, and every color some exact shade. Where perception doesn't deliver that, they call it error or vagueness.
Merleau-Ponty argues that indeterminacy is a positive feature of perception, and must be described as such. We perceive things that are neither this nor that: an expression that's neither quite a smile nor quite a frown, a color at the edge of the visual field that has no definite shade. The perceived world contains what he calls ambiguity and indeterminacy, and a phenomenology that forced it into determinate categories would falsify it.
Key Considerations
Terms and translations.
| French | Typical English | What it names |
|---|
| ni égales ni inégales | "neither equal nor unequal" | The perceived lines' indeterminate relation |
| l'indéterminé | "the indeterminate," "indeterminacy" | A positive feature of the perceived |
| l'hypothèse de constance | "the constancy hypothesis" | One stimulus, one fixed sensation |
| le monde objectif | "the objective world" | The measured world of science |
| préjugés classiques | "classical prejudices" (Landes), "traditional prejudices" (Smith) | The Introduction's targets |
A common misreading. The most common misreading takes Merleau-Ponty to deny that the lines measure the same. That misses his point.
- He accepts the measurement. In the objective world, with a ruler, the lines are equal. He doesn't dispute it.
- He denies that the measurement describes the perception. The question "equal or unequal?" belongs to the measured world, not to the perceived one.
- He isn't calling perception right and measurement wrong. He's saying they answer different questions, and that treating perception as a failed measurement misdescribes it.
Summary
The passage moves from the empiricist's "equal, and perception errs," through the intellectualist's "a judgment corrects it," to Merleau-Ponty's "neither equal nor unequal." Here is a model paraphrase to check your reading against:
The empiricist says the Müller-Lyer lines produce equal sensations, so seeing them as unequal is an error added to perception. The intellectualist says we judge them unequal and can correct the judgment, yet the lines still look unequal after we measure them. Merleau-Ponty says that, as perceived, the lines are neither equal nor unequal. Each belongs to a different figure, and comparing them on one scale is a question that arises only in the objective world of measurement. Both classical theories assume that world from the start. Perception's indeterminacy is a positive feature to be described, not an error to be explained away (Merleau-Ponty [1945] 2012, Introduction, ch. 1).
The argument's target. The passage is aimed at the prejudice of the world: the assumption, shared by empiricism and intellectualism, that the determinate world of measurement is given first and can be read back into perception.
References
- Merleau-Ponty, Maurice. (1945) 2002. Phenomenology of Perception. Translated by Colin Smith. Routledge Classics. London: Routledge. First published in English 1962.
- Merleau-Ponty, Maurice. (1945) 2012. Phenomenology of Perception. Translated by Donald A. Landes. London: Routledge.
- Toadvine, Ted. 2023. "Maurice Merleau-Ponty." In The Stanford Encyclopedia of Philosophy, edited by Edward N. Zalta and Uri Nodelman. https\://plato.stanford.edu/entries/merleau-ponty/.