University of Edinburgh School of Law

The University of Edinburgh School of Law, founded in 1707, is a school within the University of Edinburgh, Scotland, dedicated to research and teaching in law. Known today as Edinburgh Law School, it is located in the historic Old College, the original site of the University. The School is near George Square and the University's central campus, not far from Edinburgh Castle and the Royal Mile, and also finds itself at the heart of the Scottish legal system, with Parliament House, home to the High Court of Justiciary, and the Court of Session nearby.

In 2010, the Guardian University Guide ranked Edinburgh Law School as the fourth best law school in the UK and the best in Scotland.

Read more about University Of Edinburgh School Of Law:  History, Famous Graduates, Academics, Student Activity, Courses Offered, Research Centres

Famous quotes containing the words university of, university, school and/or law:

    The information links are like nerves that pervade and help to animate the human organism. The sensors and monitors are analogous to the human senses that put us in touch with the world. Data bases correspond to memory; the information processors perform the function of human reasoning and comprehension. Once the postmodern infrastructure is reasonably integrated, it will greatly exceed human intelligence in reach, acuity, capacity, and precision.
    Albert Borgman, U.S. educator, author. Crossing the Postmodern Divide, ch. 4, University of Chicago Press (1992)

    The most important function of the university in an age of reason is to protect reason from itself.
    Allan Bloom (1930–1992)

    School divides life into two segments, which are increasingly of comparable length. As much as anything else, schooling implies custodial care for persons who are declared undesirable elsewhere by the simple fact that a school has been built to serve them.
    Ivan Illich (b. 1926)

    I hope I may claim in the present work to have made it probable that the laws of arithmetic are analytic judgments and consequently a priori. Arithmetic thus becomes simply a development of logic, and every proposition of arithmetic a law of logic, albeit a derivative one. To apply arithmetic in the physical sciences is to bring logic to bear on observed facts; calculation becomes deduction.
    Gottlob Frege (1848–1925)