Attorney at law

Attorney at law or attorney-at-law, usually abbreviated in everyday speech to attorney, is the preferred term for a practising lawyer in certain jurisdictions, including South Africa (for certain lawyers), Sri Lanka, the Philippines, and the United States. In Canada, it is used only in Quebec as the English term for avocat. The term has its roots in the verb to attorn, meaning to transfer one's rights and obligations to another.

England and Wales and Ireland

The "attorney", in the sense of a lawyer who acts on behalf of a client, has an ancient pedigree in English law. The Statute of Merton 1235 uses the Latin expression "attorñ" in a phrase rendered into English by The Statutes of the Realm as[1]

It is provided and granted that every freeman, which oweth suit to the county, trything, hundred, and wapentake, or to the court of his Lord, may freely make his attorney to do those suits for him.

The term was formerly used in England and Wales and Ireland for lawyers who practised in the common law courts. They were officers of the courts and were under judicial supervision.[2] Attorneys did not generally actually appear as advocates in the higher courts, a role reserved (as it still usually is) for barristers. Solicitors, those lawyers who practised in the courts of equity, were considered to be more respectable than attorneys and by the mid-19th century many attorneys were calling themselves solicitors.[2]

The Supreme Court of Judicature Act 1873 in England and Wales and the Supreme Court of Judicature Act (Ireland) 1877 in Ireland redesignated all attorneys as solicitors.[3] The term persists in legal usage in the United Kingdom solely in the instance of patent attorneys, who are legal professionals having sat professional qualifications and are expert in acting in all matters and procedures relating to patent law and practice. They may, or may not, be additionally either solicitors or barristers or have come to the practice through a technical expert route (e.g. following a PhD and period of practice in a scientific or engineering field).

In the now three separate jurisdictions of England and Wales, Ireland, and Northern Ireland, references in any enactment to attorneys, with the exception of patent attorneys, must be construed as references to solicitors.[4][5][6]

The position of Attorney-General also persists.

Poland

In Poland, it is used as a free profession of public trust dealing with the provision of legal aid, in particular providing legal advice and consultations, drafting legal opinions, drafting legal acts, and appearing before courts and offices as a proxy or defence counsel. It is carried out on the basis of the Law of 6 July 1982 on attorney-at-law. In addition to the obligations arising from the law, every attorney-at-law and trainee attorney-at-law is also subject to the ethical standards of the attorney-at-law profession, defined in particular in the Code of Ethics for Attorney-at-Law.

See also

References

  1. ^ Luders, Alexander Luders, ed. (1820) [1235 Statute of Merton (originally in Latin)]. The Statutes of the Realm (1963 reprint ed.). London: Dawsons of Pall Mall. page 4, listing 20 Hen III Stat Merton X.
  2. ^ a b A. H. Manchester, A Modern Legal History of England and Wales, 1750–1850, Butterworths: London, 1980.
  3. ^ Supreme Court of Judicature Act 1873, s 87; Supreme Court of Judicature Act (Ireland) 1877, s 78; Jowitt's Dictionary of English Law 3rd edition, London: Thomson Reuters (Legal) Limited 2010, p. 190
  4. ^ The Solicitors Act 1974, section 89(6) as read with section 87(1)
  5. ^ Judicature (Northern Ireland) Act 1978, section 105(2)
  6. ^ The Solicitors Act 1954, section 84

Read other articles:

Artikel ini bukan mengenai Christian Fletcher. Fletcher ChristianLahir(1764-09-25)25 September 1764Moorland Close, Eaglesfield, Cumberland, Inggris, Britania RayaMeninggal20 September 1793(1793-09-20) (umur 28)Pulau PitcairnPekerjaanMaster's MateSuami/istriMauatua 'Isabella' ChristianAnakThursday October Charles Christian Mary Ann ChristianOrang tuaCharles Christian Ann Dixon Fletcher Christian (25 September 1764 – 20 September 1793) adalah seorang master's mate saat menu...

  لمعانٍ أخرى، طالع جامع العادلية (توضيح).   هذه المقالة عن جامع العادلية (بغداد). لمعانٍ أخرى، طالع جامع عادلة خاتون. جامع العادلية الكبير معلومات عامة القرية أو المدينة بغداد / الرصافة الدولة العراق تاريخ بدء البناء 1163هـ/ 1749م المواصفات المساحة 1100م2 عدد المصلين 70 ع�...

Soviet sports shooter This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Sergei Pyzhianov – news · newspapers · books · scholar · JSTOR (November 2010) (Learn how and when to remove this template m...

Бій на Римарській Проросійські виступи у Харкові план-схема боюплан-схема бою Дата: 14 березня — 01:00 15 березня 2014 Місце:  Україна, Харків, вул. Римарська Результат: Припинення штурму, відступ проросійських бойовиків Сторони Проукраїнські активісти Правий сектор Патріот...

Provides integral formulas for all derivatives of a holomorphic function Not to be confused with Cauchy's integral theorem or Cauchy formula for repeated integration. Mathematical analysis → Complex analysisComplex analysis Complex numbers Real number Imaginary number Complex plane Complex conjugate Unit complex number Complex functions Complex-valued function Analytic function Holomorphic function Cauchy–Riemann equations Formal power series Basic theory Zeros and poles Cauchy's integral...

Laut Mediterania AmerikaGambar komposit satelit Laut Mediterania AmerikaLaut Mediterania AmerikaLetakAmerikaKoordinatKoordinat: 18°N 80°W / 18°N 80°W / 18; -80Jenis perairanLautTerletak di negara Daftar  Anguilla Antigua dan Barbuda Aruba Bahama Barbados Belize Kepulauan Virgin Britania Raya Caribbean Netherlands Kepulauan Cayman Kolombia Kosta Rika Kuba Curaçao Dominika Republik Dominika G...

City in Kentucky, United States Consolidated city-county in Kentucky, United StatesLexingtonConsolidated city-countyFrom top, left to right: Lexington skyline, Rupp Arena/Central Bank Center, Keeneland Race Course, Donamire Farm, Kroger Field, University of Kentucky Arboretum, Old Fayette County Courthouse, NTRA headquarters FlagSealNickname(s): Athens of the West,[1] Horse Capital of the WorldLocation in the Commonwealth of KentuckyLexingtonLocation within KentuckyShow map of Ke...

2018 single by The Japanese HouseLiloSingle by The Japanese Housefrom the album Good at Falling Released27 September 2018 (2018-09-27)GenreAlternative popelectronicdream popLength4:10LabelDirty Hit/Interscope RecordsSongwriter(s)Amber BainThe Japanese House singles chronology Saw You in a Dream (2017) Lilo (2018) Follow My Girl (2018) Lilo is the lead single from Good at Falling, the 2019 debut album of English indie pop act The Japanese House (Amber Bain). Lilo was released on...

2004 Indian filmKadhale JayamOfficial posterDirected byV. NatarajanProduced byV. NatarajanRajma NatarajanNeela NatarajanStarring V. Natarajan Sudeep Swathika Preethi Varma CinematographySai NatrajMusic bySoundaryanProductioncompanyNatajaran FilmsRelease date 30 July 2004 (2004-07-30) CountryIndiaLanguageTamil Kadhale Jayam (transl. Love is victorious) is a 2004 Indian Tamil-language romantic drama film directed by V. Natarajan starring himself, Sudeep, Swathika and Preeth...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: The Infatuation Is Always There – news · newspapers · books · scholar · JSTOR (October 2022) (Learn how and when to remove this template message) 2004 studio album by TypecastThe Infatuation Is Always ThereStudio album by TypecastReleasedAugust 2004Genr...

In mathematics, especially in the area of topology known as knot theory, an invertible knot is a knot that can be continuously deformed to itself, but with its orientation reversed. A non-invertible knot is any knot which does not have this property. The invertibility of a knot is a knot invariant. An invertible link is the link equivalent of an invertible knot. There are only five knot symmetry types, indicated by chirality and invertibility: fully chiral, reversible, positively amphichiral ...

2010 single by Giorgos Alkaios Some of this article's listed sources may not be reliable. Please help this article by looking for better, more reliable sources. Unreliable citations may be challenged or deleted. (August 2013) (Learn how and when to remove this template message) OpaSingle by Giorgos AlkaiosReleased26 February 2010 (2010-02-26)GenreLaïkoLength3:02LabelFriends Music FactorySongwriter(s)Giorgos AlkaiosGiannis AntoniouFriends (Dimitris HortariasManos HortariasDioni...

AwardRoyal Victorian ChainBadge of the Royal Victorian ChainTypeDecorationAwarded forAt the monarch's pleasurePresented byThe monarch of the Commonwealth realmsEligibilityMen and women, of any nationStatusCurrently awardedEstablished1902First awardedGeorge, Prince of WalesLast awardedThe Earl PeelRibbon of the Royal Victorian Chain The Royal Victorian Chain is a decoration instituted in 1902 by King Edward VII as a personal award of the monarch (i.e. not an award made on the advice of any Com...

Practical physics application Light-emitting diodes (LEDs) produce light (or infrared radiation) by the recombination of electrons and electron holes in a semiconductor, a process called electroluminescence. The wavelength of the light produced depends on the energy band gap of the semiconductors used. Since these materials have a high index of refraction, design features of the devices such as special optical coatings and die shape are required to efficiently emit light. A LED is a long-live...

Shopping mall in Northern Territory, AustraliaCasuarina SquareCasuarina Square viewed from Trower RoadLocationCasuarina, Northern Territory, AustraliaCoordinates12°22′31″S 130°52′55″E / 12.3753°S 130.8819°E / -12.3753; 130.8819Opening date1974; 49 years ago (1974)DeveloperSentinel Property GroupManagementSentinel Property GroupOwnerSentinel Property GroupNo. of stores and services200No. of anchor tenants4Total retail floor area53,000 ...

Para otros usos de este término, véase Conservador. Reconstrucción de la galería dedicada a pinturas españolas e italianas en el Palacio de Bellas Artes de Lille, dos años después de la Primera Guerra Mundial. En el centro de la imagen Émile Théodore, 'conservador del museo' desde 1912 hasta 1937. Un conservador (en Hispanoamérica curador, término de origen latino asimilado a través del inglés curator) es una persona encargada de preservar los objetos que constituyen una o varias...

Sunjaya Purwadi Sastra Bupati Cirebon ke-27Masa jabatan19 Maret 2014 – 30 Agustus 2019PresidenSusilo Bambang YudhoyonoJoko WidodoGubernurAhmad HeryawanIwa Karniwa (Plh.)Mochamad Iriawan (Pj.)Ridwan KamilWakilTasiya Soemadi (2014–17)Selly Andriany Gantina (2017–18)Imron Rosyadi (2019)PendahuluDedi Supardi Dudung Mulyana (Plh.) Daud Achmad (Pj.)PenggantiRahmat Sutrisno (Plh.) Dicky Saromi (Pj.) Imron Rosyadi (Plt.) Imron Rosyadi Informasi pribadiLahir1 Juni 1965 (umur 59...

Quipukamayuq con su quipu y una yupana, los principales instrumentos que usaron los incas en matemáticas. Las matemáticas de los incas (o del Tawantinsuyu) se refieren al conjunto de conocimientos numéricos y geométricos y los instrumentos desarrollados y usados en la nación de los incas antes de la llegada de los españoles. Se puede caracterizar, principalmente, por su capacidad de cálculo en el ámbito económico. Los quipus y yupanas son muestra de la importancia que alcanzó la ari...

Sumrambah Wakil Bupati Jombang ke-19PetahanaMulai menjabat 24 September 2018PresidenJoko WidodoGubernurKhofifah Indar ParawansaPendahuluMundjidah WahabPenggantiPetahanaAnggota DPRD Jatim Fraksi PDIPMasa jabatan2009–2014PresidenJoko WidodoGubernurSoekarwo Informasi pribadiLahir25 Oktober 1975 (umur 48)Jombang, IndonesiaKebangsaanIndonesiaHubunganSuyanto Sadarestuwati (kakak)ProfesiPolitikusSunting kotak info • L • B Sumrambah (lahir 25 Oktober 1975) adalah politisi...

Dësen Artikel beschäftegt sech mat dem Frachtschëff Jonathan Holt vun 1938. Fir aner Schëffer mat deem Numm, kuckt wgl. SS Jonathan Holt (Homonymie). SS Jonathan Holt Technesch Donneeën (Iwwerbléck) Land: Vereenegt Kinnekräich Proprietär: John Holt & Co, Liverpool Gebaut vun: Cammel Laird & Co, Birkenhead Schëffstyp: Cargoschëff Asaz: Transport Tonnage: 4.973 BRT Längt: 119,1 m Breet: 28,19 m Déifgank: 10,54 m Héicht (mam Schaarschtech): 56 m Motoren: Dräifach Compound ...