Routh

Routh
Recorded in many forms including: Roath, Roth, Rote, Rotte, Routh, Wreath, Wraith, Wrate, Wrates, Wroth and Wroath, this is a surname of English origins. Derived from the Olde English pre 7th Century word "wrath", meaning angry or fierce, it was a nickname either for somebody with a fierce temper, or more probably given the robust humour of the medieval period, the reverse, in fact a quiet person. It is is an example of a sizeable group of early European surnames that were gradually created from the habitual use of nicknames. The nicknames were given in the first instance with reference to a variety of characteristics, such as physical attributes or peculiarities, mental and moral characteristics, and sometimes supposed resemblance to an animal or birds in appearance or disposition. It has been claimed that originally the surname as Wraith was usually found in Northern England, although the spellings as Wroth and Wroath are generally from the south of the country. Recordings of the surname from early church registers include; Anne Rote, christened at St Michael Bassishaw, city of London, on July 10th 1549, Ales Wrate who married John Harte at Tottenham, on November 27th 1559, Thomas Wrath, appears in the Friary Rolls of Yorkshire in 1587, and Mary Roath, married George Fowke, at St Benet's church, Pauls Wharf, in the city of London, on January 19th 1732. Throughout the centuries, surnames in every country have continued to "develop" often leading to astonishing variants of the original spelling.

Surnames reference. 2013.

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  • Routh — may refer to:Places: *Routh, East Riding of Yorkshire, a village in EnglandPeople with the surname Routh: * Brandon Routh, American actor * Edward Routh, British mathematician * Jonathan Routh, British humourist * Josh Routh, American circus… …   Wikipedia

  • Routh — ist der Familienname folgender Personen: Brandon Routh (* 1979), US amerikanischer Schauspieler Edward Routh (1831−1907), englischer Mathematiker und Naturphilosoph Siehe auch: Satz von Routh, mathematischer Satz zur Geometrie des Dreiecks …   Deutsch Wikipedia

  • ROUTH — UNITED KINGDOM (see also List of Individuals) 20.1.1831 Quebec/CA 7.6.1907 Cambridge/UK Edward John Routh was educated at University College, London, and at Cambridge, where he was a Senior Wrangler in 1854. He adopted the profession of a… …   Hydraulicians in Europe 1800-2000

  • Routh'o stabilumo kriterijus — statusas T sritis automatika atitikmenys: angl. Routh s criterion vok. Routh Kriterium, n rus. критерий устойчивости Рауса, m pranc. critère de Routh, m ryšiai: sinonimas – Rauso stabilumo kriterijus …   Automatikos terminų žodynas

  • Routh's criterion — Routh o stabilumo kriterijus statusas T sritis automatika atitikmenys: angl. Routh s criterion vok. Routh Kriterium, n rus. критерий устойчивости Рауса, m pranc. critère de Routh, m ryšiai: sinonimas – Rauso stabilumo kriterijus …   Automatikos terminų žodynas

  • Routh-Kriterium — Routh o stabilumo kriterijus statusas T sritis automatika atitikmenys: angl. Routh s criterion vok. Routh Kriterium, n rus. критерий устойчивости Рауса, m pranc. critère de Routh, m ryšiai: sinonimas – Rauso stabilumo kriterijus …   Automatikos terminų žodynas

  • Routh railway station — was to have been a station on the proposed North Holderness Light Railway, serving the village of Routh in The East Riding of Yorkshire. However, despite appearing on tile maps at several North Eastern Railway stations, the line was never… …   Wikipedia

  • Routh Goshen — Le Géant de Middlebush. Le Géant de Middlebush …   Wikipédia en Français

  • Routh-Hurwitz stability criterion — The Routh Hurwitz stability criterion is a necessary (and frequently sufficient) method to establish the stability of a single input, single output (SISO), linear time invariant (LTI) control system. More generally, given a polynomial, some… …   Wikipedia

  • Routh–Hurwitz theorem — In mathematics, Routh–Hurwitz theorem gives a test to determine whether a given polynomial is Hurwitz stable. It was proved in 1895 and named after Edward John Routh and Adolf Hurwitz.NotationsLet f(z) be a polynomial (with complex coefficients)… …   Wikipedia

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