"A geometry implies the heterogeneity of locus, namely that there is a locus of the Other. Regarding this locus of the Other, of one sex as Other, as absolute Other, what does the most recent development in topology allow us to posit?"
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The sexed twist matters. When he says "one sex as Other, as absolute Other", he's not offering a compliment to feminine mystery so much as diagnosing a structural asymmetry: in a phallocentric symbolic order, "woman" is positioned as what cannot be fully represented by the dominant coordinates. The subtext is less about biology than about legibility. Who gets counted as the measure? Who becomes the remainder?
His turn to "the most recent development in topology" is classic Lacan: an attempt to give this claim an austere, almost scientific rigor without reducing it to empirical psychology. Topology lets him talk about continuity, holes, boundaries, and surfaces that fold back on themselves - figures for desire and lack - without pretending the psyche is a machine with parts. The intent is to argue that alterity isn't a moral stance or an identity category; it's baked into the architecture. Topology becomes his way of saying: the Other isn't across the room. It's the gap that makes the room possible.
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APA Style (7th ed.)
Lacan, Jacques. (2026, January 15). A geometry implies the heterogeneity of locus, namely that there is a locus of the Other. Regarding this locus of the Other, of one sex as Other, as absolute Other, what does the most recent development in topology allow us to posit? FixQuotes. https://fixquotes.com/quotes/a-geometry-implies-the-heterogeneity-of-locus-154584/
Chicago Style
Lacan, Jacques. "A geometry implies the heterogeneity of locus, namely that there is a locus of the Other. Regarding this locus of the Other, of one sex as Other, as absolute Other, what does the most recent development in topology allow us to posit?" FixQuotes. January 15, 2026. https://fixquotes.com/quotes/a-geometry-implies-the-heterogeneity-of-locus-154584/.
MLA Style (9th ed.)
"A geometry implies the heterogeneity of locus, namely that there is a locus of the Other. Regarding this locus of the Other, of one sex as Other, as absolute Other, what does the most recent development in topology allow us to posit?" FixQuotes, 15 Jan. 2026, https://fixquotes.com/quotes/a-geometry-implies-the-heterogeneity-of-locus-154584/. Accessed 12 Feb. 2026.







