Thomas Hare

Thomas Hare

Thomas Hare (born in England, 28 March 1806; died 6 May 1891) was a British proponent of electoral reform. He studied law, and was admitted to the Bar in November 1833 and published several works on judges' decisions. In 1853 he became Inspector of Charities and was later Assistant Commissioner on the Royal City Charities Commission, about which he published several books. He was a Conservative Party member who resigned from public life in 1846.

Hare was said to have been 'conspicuous for great industry - to have wide interests in life and clearness of intellectual vision'. He was a member of the London-based Political Economy Club and the British Dictionary of National Biography says of him:

:"Hare's energies were concentrated in an attempt to devise a system which would secure proportional representation of all classes in the United Kingdom, including minorities in the House of Commons and other electoral assemblies."

His original electoral system ideas included making England one huge electorate (later he changed this to seven or eight hundred electorates) and that each voter would sign and check his vote. By 1873, however, he had adapted his ideas to take account of the secret vote. Under Hare's method, simply dividing the vote by the number of seats constituted the quota and then the surplus was expected to be distributed 'at random'.

Hare's famous original work "Machinery of Representation" appeared in 1857 (in two editions) and many editions of his equally famous "Treatise on the Election of Representatives: Parliamentary and Municipal" appeared between 1859 and 1873. In the preface to the fourth edition he stated his belief that proportional representation would '... end the evils of corruption, violent discontent and restricted power of selection or voter choice'. A great deal of writing on this theory developed and several societies were formed worldwide for its adoption, although Hare pointed out that his scheme was not meant to bear the title 'representation for minorities'. Moreover, he noted in the preface to his third edition a point that was to become a feature of Tasmanian politics:

:"Can it be supposed that the moment the electors are allowed a freedom of choice they will immediately be seized with a desire to vote for some distant candidate with whom they are unacquainted, rather than for those whom they know - who are near to them, whose speeches they have heard and who have personal recommendations to the favour and respect of the town and neighbourhood."

Finally, with the help of contemporaries such as John Stuart Mill and Catherine Helen Spence, Hare popularised the idea of proportional representation worldwide. The permanent recognition of his name in the Tasmanian system is perhaps appropriate despite little being left of his original proposals. His death in May 1891 occurred several years before the first use of proportional representation in Tasmania in 1897.

The London headquarters of the Electoral Reform Society are named in his honour.

Systems

Hare lends his name to the following:
* a system of proportional representation, also known as Single Transferable Vote (STV)
* a particular quota being used by STV, the Hare quota
* a seat allocation method, also know as the largest remainder method

The Single Transferable Vote method has been widely used for multiple-winner elections. While continuing to be the main method of elections in the Republic of Ireland and for some elections in Australia, it has been widely used in numerous corporations and organizations, and has been employed in local elections in a few jurisdictions of the United States.

Mill described Hare's system as "the greatest improvement of which the system of representative government is susceptible; an improvement which…exactly meets and cures the grand, and what before seemed inherent, defect of the representative system". [cite web | title=Autobiography, John Stuart Mill (1806–73) | work=The Harvard Classics. 1909–14. | url=http://www.bartleby.com/25/1/7.html | accessdate=January 10 | accessyear=2007]

Hare was not a mathematician, thus never subjected his STV system to a rigorous mathematical analysis.

Law reports

Hare also obtained minor fame in an entirely different field: law reporting.

At a time when there were no official reports of judicial decisions, Hare published reports of key decisions of the courts to enable them to be used as precedents. Two key judicial decisions, which are still frequently cited today, are reported only in Hare's Reports in Chancery:
* "Henderson v Henderson" (1843) 3 Hare 100, from which the rule known as "the rule in "Henderson v Henderson" is derived. [The rule provides, broadly, that when a matter becomes the subject of litigation between the parties, each party must bring their whole case before the court so that all aspects of it may be finally decided (subject, of course, to any appeal) once and for all. In the absence of special circumstances, the parties cannot later return to the court to advance arguments, claims or defences which they could have put forward for decision on the first occasion but failed to raise.]
* "Foss v Harbottle" (1843) 2 Hare 461, from which the rule known as "the rule in "Foss v Harbottle" is derived, and which is still the cornerstone of minority shareholder rights in company law in common law legal systems over 160 years later.The Hare law reports were published from 1841 to 1853.

Works

* "The machinery of representation" (1857)
* "A treatise on election of representatives, parliamentary and municipal" (1859)
* "The election of representatives parliamentary and municipal: a treatise" (1865)

References

External links

* [http://www.electoral-reform.org.uk/article.php?id=113 Short biography]


Wikimedia Foundation. 2010.

Игры ⚽ Нужна курсовая?

Look at other dictionaries:

  • Thomas Hare — ist der Name von: Thomas Hare (Jurist) (1806–1891), britischer Jurist Truxtun Hare (Thomas Truxtun Hare; 1878–1956), US amerikanischer Leichtathlet Diese Seite ist eine Begriffsklärung zur Unterscheidung mehrerer mit demselben Wort b …   Deutsch Wikipedia

  • Thomas Hare — Pour les articles homonymes, voir Hare. Thomas Hare (né en Angleterre, le 28 mars 1806 mort le 6 mai 1891) était un promoteur britannique de la réforme électorale. Il a étudié le droit, et a été admis au Barreau en novembre… …   Wikipédia en Français

  • Thomas Hare (disambiguation) — Thomas Hare may refer to:*Thomas Hare (1806 1891), proponent of electoral reform *Thomas Hare (MP) (1686 1760) Member of Parliament for Truro …   Wikipedia

  • Hare (disambiguation) — Hare could refer to: *Hare, the mammals that are very closely related to rabbits. *Hare is the form of Sanskrit name of svayam bhagavan Krishna, God in Hinduism and Krishnaism. *Hare Krishna mantra *Sea hare, are small marine gastropod molluscs… …   Wikipedia

  • Hare — oder Håre ist der Familienname folgender Personen: Alexander Hare, britischer Commissioner von Borneo (um 1825) Butler B. Hare (1875–1967), US amerikanischer Politiker Darius D. Hare (1843–1897), US amerikanischer Politiker David Hare (* 1947),… …   Deutsch Wikipedia

  • Hare method — Hare method, named for Thomas Hare, may refer to two related voting systems: *Instant runoff voting for single seat elections; *Hare method (STV) for electing multi seat constituencies …   Wikipedia

  • Hare-Niemeyer-Verfahren —   [nach dem Engländer Thomas Hare, * 1806, ✝ 1891, und dem deutschen Mathematiker H. Niemeyer, * 1931], Berechnungssystem zur Ermittlung der auf eine Partei entfallenden Parlamentssitze im Rahmen einer Verhältniswahl. Die Zahl der für eine Partei …   Universal-Lexikon

  • Hare Baronets — There have been three Baronetcies created for persons with the surname Hare, one in the Baronetage of England and two in the Baronetage of the United Kingdom. One creation is extant as of 2007.The Hare Baronetcy, of Stow Bardolph in the County of …   Wikipedia

  • Hare quota — The Hare quota (also known as the simple quota) is a formula used under some forms of the Single Transferable Vote (STV) system and the largest remainder method of party list proportional representation. In these voting systems the quota is the… …   Wikipedia

  • Hare-Niemeyer — Das Hare Niemeyer Verfahren (im angelsächsischen Raum „Hamilton Verfahren“; auch „Quotenverfahren mit Restausgleich nach größten Bruchteilen“) ist ein Sitzzuteilungsverfahren. Es wird beispielsweise bei Wahlen mit dem Verteilungsprinzip Proporz… …   Deutsch Wikipedia

Share the article and excerpts

Direct link
Do a right-click on the link above
and select “Copy Link”