Balanced growth paths (BGPs) are commonly thought to require constant-relative-risk-aversion (CRRA) preferences and, when leisure is valued, a Frisch elasticity welded to that curvature (King et al., 1988a,b). This restriction, however, is conditional on a paradigm where choices are evaluated in absolute terms, absent an aggregate reference benchmark. Yet, extensive evidence from across psychology, sociology, and other social sciences shows that individual preferences are fundamentally shaped by aggregate benchmarks, in particular those experienced during formative years. Taking this insight to heart, we show that under these preferences, a property we call pairwise homogeneity is necessary and sufficient for BGPs, imposing no functional restrictions on the felicity function; standard CRRA is merely a knife-edge sub-manifold. Thus, the traditional CRRA discipline is an artifact of neglecting aggregate benchmarks in preferences, not an inherent property of growth. We extend the analysis to trending hours under independent pairwise homogeneity. Implementing this framework via behaviorally grounded birth-level normalization, we show that---anchored on micro-estimates from Blundell et al. (2016)---this single device simultaneously reconciles consumption curvature with the secular decline in hours, breaks the Chetty (2006) asset pricing bound, and rationalizes the cross-cohort transformation of female labor supply. U.S. census microdata on over one million married couples confirm that women’s participation shifts with childhood female-employment environments, validating this framework.
Intertemporal MRS Stationarity