Wrestling with MUDs To Pin Down the Truth About Special Districts

Federal, state, and local governments encourage and empower special districts--board-run, special purpose local government units that are administratively and fiscally independent from general purpose local governments. Special districts receive incentives, grants, and freedom from limitations (such as limitations on tax and debt) imposed on general purpose local governments. Special districts are treated favorably because they are small in size, which theoretically means they foster democratic participation; are limited in purpose, meaning that states can tailor special districts\u27 powers to serve specific problems; and are viewed as efficient solutions to specific problems. Though special districts have tripled in number over the last fifty years, the rationale justifying their favorable treatment has not been thoroughly scrutinized. One obstacle to such scrutiny is the difficulty in determining a metric of assessment: Too many different kinds of special districts exist, and the scope of districts changes constantly. An imperfect, but no less revealing, method is a close investigation of one type of special district. This Article provides one of the few in-depth reviews of special districts in the academic literature, focusing on the Texas municipal utility district (MUD), originally designed to supply water to unincorporated areas. MUDs--the most common type of special district in the state with the third largest number of special districts--embody both the strengths and weaknesses of special districts. Texas\u27s failure to address MUDs\u27 negative effects reflects our nationwide failure to analyze and correct problematic special districts. This Article discusses MUDs\u27 formation, powers, and scope, and analyzes how MUDs operate without real democratic checks, have too much power, and ineffectively work toward their goals. Throughout, it attempts to engage the central question in modern local government law: the optimality of certain units of government

Dual characterization of critical fluctuations: Density functional theory & nonlinear dynamics close to a tangent bifurcation

We improve on the description of the relationship that exists between critical clusters in thermal systems and intermittency near the onset of chaos in low-dimensional systems. We make use of the statistical-mechanical language of inhomogeneous systems and of the renormalization group (RG) method in nonlinear dynamics to provide a more accurate, formal, approach to the subject. The description of this remarkable correspondence encompasses, on the one hand, the density functional formalism, where classical and quantum mechanical analogues match the procedure for one-dimensional clusters, and, on the other, the RG fixed-point map of functional compositions that captures the essential dynamical behavior. We provide details of how the above-referred theoretical approaches interrelate and discuss the implications of the correspondence between the high-dimensional (degrees of freedom) phenomenon and low-dimensional dynamics.Comment: 8 figure