Directional Revision under Two-Horizon Deliberation: A Revealed-Preference Analysis

๐Ÿ“… 2026-08-24
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็ ”็ฉถไบ†ๅ†ณ็ญ–่€…ๅœจๅผบ่ฐƒๆŸไธ€็ปดๅบฆๅŽๆžœ็š„ๆทฑๆ€็†Ÿ่™‘ๅนฒ้ข„ๅ‰ๅŽ็š„่กŒไธบ๏ผŒ้€š่ฟ‡่ทฏๅพ„็‹ฌ็ซ‹ๆ€งๅ’ŒไบŒ็ปดไผ˜ๅŠฟ่ง„ๅˆ™ๅˆ†ๆžไบ†ๆ™ฎ้€š้€‰ๆ‹ฉๅ’Œๅ……ๅˆ†่€ƒ่™‘ๅŽ็š„้€‰ๆ‹ฉใ€‚
๐Ÿ“ Abstract
We study deterministic choice when the same decision maker is observed before and after a deliberative intervention that makes one of two fixed ordinal consequence dimensions more salient. Both choice modes are path independent. Ordinary choice respects two-dimensional dominance, while any binary reversal under fuller deliberation must favor the alternative that is strictly better on the emphasized dimension. We characterize exactly the admissible ordinary and full-horizon rankings. The characterization yields a protected partial order, sharp pairwise and menu-level identification, a signed restriction on menu-level choice changes, and an acyclicity test for incomplete observations. With an ordered sequence of deliberative modes, choices from any fixed menu form a monotone tradeoff path: every switch improves the emphasized dimension, worsens the other dimension, and an abandoned alternative cannot reappear. When the emphasized consequence order is strict, the admissible rankings have an equivalent Kemeny-Kendall representation. The framework is ordinal: it requires neither a cardinal tradeoff nor lexicographic priority, and it applies whenever deliberation gives greater emphasis to one of two fixed consequence dimensions.
Problem

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

deterministic choice
deliberative intervention
ordinal consequence dimensions
path independence
Kemeny-Kendall representation
Innovation

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

Directional Revision
Two-Horizon Deliberation
Revealed-Preference Analysis
Monotone Tradeoff Path