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Chapter 3. How French sheds new light on scalar particles

Abstract

This paper examines the behavior of the French scalar focus-sensitive particles même, quand même, ne serait-ce que, and seulement as compared to English even and only. I first show that French même displays a more restricted distribution than even; this behavior and that of its antonym quand même argue for the scope theory against the ambiguity theory of even. Secondly, I demonstrate that the behavior of ne serait-ce que and seulement reveal the existence of an intrinsic link between even-like particles and only-like particles. To capture this observation, and more generally the organic relation between scalar particles, I propose a new, parsimonious, theory that builds scalarity, additivity, and exclusivity of scalar particles into a conjunctive or disjunctive meaning.

Abstract

This paper examines the behavior of the French scalar focus-sensitive particles même, quand même, ne serait-ce que, and seulement as compared to English even and only. I first show that French même displays a more restricted distribution than even; this behavior and that of its antonym quand même argue for the scope theory against the ambiguity theory of even. Secondly, I demonstrate that the behavior of ne serait-ce que and seulement reveal the existence of an intrinsic link between even-like particles and only-like particles. To capture this observation, and more generally the organic relation between scalar particles, I propose a new, parsimonious, theory that builds scalarity, additivity, and exclusivity of scalar particles into a conjunctive or disjunctive meaning.

Heruntergeladen am 14.4.2026 von https://www.degruyterbrill.com/document/doi/10.1075/rllt.11.03cha/html
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