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Some Lesson About The Law From Self-Referential Problems In Mathematics, John M. Rogers, Robert E. Molzon
Some Lesson About The Law From Self-Referential Problems In Mathematics, John M. Rogers, Robert E. Molzon
Michigan Law Review
We first describe briefly mathematician Kurt Gödel's brilliant Incompleteness Theorem of 1931, and explore some of its general implications. We then attempt to draw a parallel between axiomatic systems of number theory (or of logic in general) and systems of law, and defend the analogy against anticipated objections. Finally, we reach two types of conclusions. First, failure to distinguish between language and metalanguage in mathematical self-referential problems leads to fallacies that are highly analogous to certain legal fallacies. Second, and perhaps more significantly, Gödel's theorem strongly suggests that it is impossible to create a legal system that is "complete" in …
Law, Politics, And The Claims Of Community, Stephen A. Gardbaum
Law, Politics, And The Claims Of Community, Stephen A. Gardbaum
Michigan Law Review
This article aims to provide this needed analysis and then to show how it illuminates many of the exchanges taking place within the legal academy. It argues that the first step toward understanding "the claims of community" - whether in law or moral and political theory - is to recognize that, as the phrase itself suggests, more than one claim is involved. Merely to observe that the various proponents of community have as yet failed to establish a common and coherent communitarian position, though certainly true, is to miss the more critical insight: they are not engaged in such an …