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Full-Text Articles in Education

Thinking Like Thinkers: Is The Art And Discipline Of An "Attitude Of Suspended Conclusion" Lost On Lawyers?, Donald J. Kochan Aug 2011

Thinking Like Thinkers: Is The Art And Discipline Of An "Attitude Of Suspended Conclusion" Lost On Lawyers?, Donald J. Kochan

Donald J. Kochan

In his 1910 book, How We Think, John Dewey proclaimed that “the most important factor in the training of good mental habits consists in acquainting the attitude of suspended conclusion. . .” This Article explores that insight and describes its meaning and significance in the enterprise of thinking generally and its importance in law school education specifically. It posits that the law would be best served if lawyers think like thinkers and adopt an attitude of suspended conclusion in their problem solving affairs. Only when conclusion is suspended is there space for the exploration of the subject at hand. The …


"Learning" Research And Legal Education: A Brief Overview And Selected Bibliographical Survey, Donald J. Kochan Mar 2011

"Learning" Research And Legal Education: A Brief Overview And Selected Bibliographical Survey, Donald J. Kochan

Donald J. Kochan

At its core, education is about learning. Every educator, legal or otherwise, must at the same time be both a teacher and a student in the learning enterprise. Luckily, there is a wide literature to help us in these roles and it is growing every day. It should be a goal of every legal educator to appreciate this area of scholarship, understand its breadth and importance, and engage with it in our teaching and writing. This research overview aims to aid the legal educator seeking to learn about learning and access tools for self-improvement. It also provides some preliminary assistance …


Collective Choice, Justin Schwartz Jan 2011

Collective Choice, Justin Schwartz

Justin Schwartz

This short nontechnical article reviews the Arrow Impossibility Theorem and its implications for rational democratic decisionmaking. In the 1950s, economist Kenneth J. Arrow proved that no method for producing a unique social choice involving at least three choices and three actors could satisfy four seemingly obvious constraints that are practically constitutive of democratic decisionmaking. Any such method must violate such a constraint and risks leading to disturbingly irrational results such and Condorcet cycling. I explain the theorem in plain, nonmathematical language, and discuss the history, range, and prospects of avoiding what seems like a fundamental theoretical challenge to the possibility …