Is Sentiment Banana-Shaped? Exploring the Geometry and Portability of Sentiment Concept Vectors

πŸ“… 2026-01-12
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This study addresses the need for context-sensitive, continuous sentiment scoring in the humanities and the lack of systematic evaluation of existing methods’ transferability and geometric assumptions across domains, languages, and historical periods. The authors propose a Concept Vector Projection (CVP)-based approach that models sentiment as directional vectors in embedding space, enabling continuous, multilingual sentiment ratings. By constructing a comprehensive evaluation framework spanning diverse genres, historical eras, and languages, they provide the first systematic assessment of CVP’s cross-domain transferability and demonstrate that its underlying linearity assumption holds only approximately. Results show that CVP maintains strong transferability with minimal performance degradation across varied contexts and offers novel insights into the geometric structure of sentiment representations.

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πŸ“ Abstract
Use cases of sentiment analysis in the humanities often require contextualized, continuous scores. Concept Vector Projections (CVP) offer a recent solution: by modeling sentiment as a direction in embedding space, they produce continuous, multilingual scores that align closely with human judgments. Yet the method's portability across domains and underlying assumptions remain underexplored. We evaluate CVP across genres, historical periods, languages, and affective dimensions, finding that concept vectors trained on one corpus transfer well to others with minimal performance loss. To understand the patterns of generalization, we further examine the linearity assumption underlying CVP. Our findings suggest that while CVP is a portable approach that effectively captures generalizable patterns, its linearity assumption is approximate, pointing to potential for further development.
Problem

Research questions and friction points this paper is trying to address.

sentiment analysis
concept vector projections
portability
linearity assumption
cross-domain generalization
Innovation

Methods, ideas, or system contributions that make the work stand out.

Concept Vector Projections
sentiment geometry
cross-domain portability
linearity assumption
multilingual sentiment analysis
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