We introduce two natural types of asymmetric single-peaked preferences, which we name biased-above and biased-below, depending on whether the asymmetry (or preference-bias) favors alternatives above or below the peak. We de.ne a rich family of utility functions, the generalized distance-metric...

We study the political consequences of policy preferences which are non-symmetric around the peak. While the usual assumption of symmetric preferences is innocuous in political equilibria with plat-forms convergence, it is not neutral when candidates are differentiated. We show that a larger...