“Truths about infinite mathematical objects turn out to be an unexpectedly efficient method for encoding facts about families of related finite objects. There is a direct formal relationship between modes of infinity and modes of relating finite objects or subjects, as if one instances a order of values intrinsic to sets, and the other the politics of membership. There is a relationship here between the subject of a sentence and metaphors that redimensionalize it.” — an a i
“Truths about infinite mathematical objects turn out to be an unexpectedly efficient method for encoding facts about families of related finite objects. There is a direct formal relationship between modes of infinity and modes of relating finite objects or subjects, as if one instances a order of values intrinsic to sets, and the other the politics of membership. There is a relationship here between the subject of a sentence and metaphors that redimensionalize it.”
— an a i

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