Robert Walpole (filólogo clásico) Vida Obras Referencias Menú de navegaciónGreek Studies in England, 1700-1830Specimens of scarce translations of the seventeenth century from the Latin poets: to which are added miscellaneous translations from the Greek, Spanish, ItalianThe Eclectic Review. vol. 1-New [8th]A Biographical Dictionary of the Living Authors of Great Britain and Ireland

Filólogos del Reino Unido del siglo XIX


LisboaCharterhouse SchoolTrinity College, Cambridge







Robert Walpole


Robert Walpole (1781–1856) fue un filólogo clásico inglés.



Vida


Nació el 8 de agosto de 1781 en Lisboa. Era hijo del embajador británico en Portugal Robert Walpole. Se educó en la Charterhouse School antes de entrar en el Trinity College, Cambridge en 1800.



Obras



  • Memoirs relating to European and Asiatic Turkey (1817, 2nd ed. 1818).

  • (editor): Travels in various Countries of the East (2 vols., 1820), (escritos inéditos de John Bacon Sawrey Morritt, John Sibthorp, y Philip Hunt).


  • Melite Britannis subacta (1801)


  • Comicorum Græcorum Fragmenta (1805), con notas de Richard Porson[1]


  • Isabel, una colección de traducciones en verso.


  • Specimens of scarce Translations of the seventeenth century from the Latin Poets (1805).[2][3]


  • Essay on the Misrepresentations of certain Infidel Writers (1812)[4]


Referencias



  1. Martin Lowther Clarke. Greek Studies in England, 1700-1830. CUP Archive. p. 234. GGKEY:CQ6BL37WNN3. 


  2. Robert Walpole (1805). Specimens of scarce translations of the seventeenth century from the Latin poets: to which are added miscellaneous translations from the Greek, Spanish, Italian. Printed for J. Mawman. p. 144. 


  3. The Eclectic Review. vol. 1-New [8th]. 1806. p. 61. 


  4. A Biographical Dictionary of the Living Authors of Great Britain and Ireland. Henry Colburn. 1816. p. 371. 







Popular posts from this blog

Virtualbox - Configuration error: Querying “UUID” failed (VERR_CFGM_VALUE_NOT_FOUND)“VERR_SUPLIB_WORLD_WRITABLE” error when trying to installing OS in virtualboxVirtual Box Kernel errorFailed to open a seesion for the virtual machineFailed to open a session for the virtual machineUbuntu 14.04 LTS Virtualbox errorcan't use VM VirtualBoxusing virtualboxI can't run Linux-64 Bit on VirtualBoxUnable to insert the virtual optical disk (VBoxguestaddition) in virtual machine for ubuntu server in win 10VirtuaBox in Ubuntu 18.04 Issues with Win10.ISO Installation

Eliminatorias de Conmebol para la Copa Mundial de Fútbol de 2006 Índice Tabla de posiciones final Partidos Goleadores Repesca Intercontinental Clasificados Véase también Referencias Enlaces externos Menú de navegación2:0 (1:0)2:2 (2:0)4:1 (2:1)5:0 (2:0)1:2 (1:1)0:3 (0:3)2:1 (1:0)4:0 (2:0)4:1 (1:1)1:0 (1:0)2:1 (1:1)0:1 (0:1)2:1 (1:0)3:0 (0:0)1:1 (0:1)2:1 (0:0)0:1 (0:1)0:01:1 (0:1)3:3 (2:0)0:2 (0:1)1:0 (0:0)0:3 (0:1)0:00:2 (0:2)2:1 (1:1)0:1 (0:0)1:3 (0:2)2:1 (1:0)3:1 (1:0)3:2 (3:0)0:00:05:0 (3:0)1:1 (0:1)1:3 (0:1)1:0 (0:0)3:1 (3:0)1:0 (0:0)0:04:2 (3:0)1:0 (0:0)1:1 (1:0)2:5 (0:2)2:0 (0:0)0:01:1 (1:0)0:00:03:1 (1:1)3:2 (2:1)1:0 (1:0)2:1 (0:0)1:0 (0:0)1:0 (0:0)0:01:1 (0:1)1:2 (0:0)5:2 (2:2)1:0 (0:0)3:1 (2:0)2:1 (1:0)1:0 (0:0)2:2 (1:2)1:1 (0:0)3:1 (2:0)2:0 (0:0)1:1 (0:1)5:0 (1:0)4:1 (2:0)0:03:0 (2:0)2:1 (1:0)3:1 (3:0)4:1 (2:1)1:0 (1:0)4:1 (1:0)1:2 (1:1)5:0 (4:0)3:2 (1:0)0:00:1 (0:0)1:1 (1:0)1:1 (0:1)2:0 (0:0)1:0 (0:0)0:1 (0:1)0:03:0 (1:0)4:1 (3:0)ReporteReporteGoleadores de las Eliminatorias Sudamericanas 2006.Eliminatorias Sudamericanas 2006 - FIFAEliminatorias Sudamericanas 2006 - RSSSF

Does this property of comaximal ideals always holds?Question on Comaximal IdealsUnital commutative ring and distinct maximal ideals.Where does the proof for commutative rings break down in the non-commutative ring when showing only two ideals implies the ring is a field?Direct-Sum Decomposition of an Artinian moduleProve that $m_1m_2ldots m_r=n_1n_2ldots n_s$ implies $r=s$ for distinct maximal idealsQuestion about maximal ideals in a commutative Artinian ringA property of associated prime idealsThe meaning of idempotents corresponding the standard basis in direct product of fieldsAre non-coprime ideals always contained in some prime ideal?Product of ideals equals intersection but they are not comaximal