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Ab uno disce omnes

In Search of Lost Time

Ab uno disce omnes is the maxim the Duke de Guermantes uses to generalize from Swann’s conduct during the Dreyfus Affair to an entire people. Its decisive role is rhetorical: a single man’s political loyalty is made to stand as supposed evidence of a collective Jewish allegiance, converting an individual choice into an accusation against Jews as a group.

Meaning and Use

Meaning “from one, learn all,” the Latin saying supplies the Duke with a compact formula for inference. He argues that Swann’s decision to stand by Jews proves that they are secretly united and compelled to support anyone of their own race, even someone they do not know. The maxim compresses this assertion into a memorable classical tag, making a prejudicial generalization sound like a settled rule of reasoning.

The Duke’s Argument

The Duke presents Swann’s support as a public menace and treats it as evidence that society has been too easy-going. The surrounding political conflict has, in his account, grown beyond a dispute over the Dreyfus Affair: opposition has become social as well as political, bound up with militarism and patriotism. His argument therefore turns Swann’s personal decision into a warning about the supposed collective character and influence of Jews.

The phrase also marks the Duke’s own satisfaction with his performance. Having reached what he considers an apt quotation at precisely the right moment, he smiles proudly. The classical allusion does not establish the truth of his claim; it gives the claim rhetorical finish and helps conceal the leap from one individual to an entire group.

Narrative Significance

The maxim exposes how social prejudice can borrow the authority of inherited learning. The Duke’s confident appeal to a general rule presents an unsupported stereotype as if it followed naturally from evidence. In the scene, the distance between the single case and the sweeping conclusion is the point: the saying’s neatness sharpens, rather than repairs, the injustice of the inference.