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An ode (from Ancient Greek: ᾠδή, romanized: ōidḗ) is a type of lyric poetry, with its origins in Ancient Greece. Odes are elaborately structured poems praising or glorifying an event or individual, describing nature intellectually as well as emotionally.
The 'Ode to a Nightingale,' for example, is a less 'perfect' though a greater poem." [ 30 ] Charles Patterson argued the relationship of "Ode on a Grecian Urn" as the greatest 1819 ode of Keats: "The meaningfulness and range of the poem, along with its controlled execution and powerfully suggestive imagery, entitle it to a high place among ...
In mathematics, an ordinary differential equation (ODE) is a differential equation (DE) dependent on only a single independent variable. As with any other DE, its unknown(s) consists of one (or more) function (s) and involves the derivatives of those functions. [ 1 ]
Ode–Several stanzaic forms that are more complex than that of the lyric. It is embedded with intricate rhyme schemes and an irregular number of lines of considerable length. Written with a rich and intense expression, an ode is structured to deliver an elevated thought to praise a person or object. “Ode to a Nightingale” is an example.
Canzone: a lyric poem originating in medieval Italy and France and usually consisting of hendecasyllabic lines with end-rhyme. Epithalamium; Madrigal: a song or short lyric poem intended for multiple singers. Ode: a formal lyric poem that addresses, and typically celebrates, a person, place, thing, or idea. Horatian Ode
A quatrain is any four-line stanza or poem. There are 15 possible rhyme sequences for a four-line poem; common rhyme schemes for these include AAAA, AABB, ABAB, ABBA, and ABCB. [citation needed] "The Raven" stanza: ABCBBB, or AA,B,CC,CB,B,B when accounting for internal rhyme, as used by Edgar Allan Poe in his poem "The Raven" Rhyme royal: ABABBCC
Class of differential equation which may sometimes be solved exactly [3] Briot-Bouquet Equation: 1 ′ = (,) Class of differential equation which may sometimes be solved exactly [4] Cherwell-Wright differential equation: 1
Book 1 consists of 38 poems. The opening sequence of nine poems are all in a different metre, with a tenth metre appearing in 1.11. It has been suggested that poems 1.12–1.18 form a second parade, this time of allusions to or imitations of a variety of Greek lyric poets: Pindar in 1.12, Sappho in 1.13, Alcaeus in 1.14, Bacchylides in 1.15, Stesichorus in 1.16, Anacreon in 1.17, and Alcaeus ...