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The Crewe manuscript is the only manuscript copy of Samuel Taylor Coleridge's poem Kubla Khan. [1] It is a holograph manuscript (i.e., written in Coleridge's own hand), from some time between the poem's composition in 1797 and its publication in 1816.
The "person on business from Porlock" was an unwelcome visitor to Samuel Taylor Coleridge during his composition of the poem "Kubla Khan" in 1797. Coleridge claimed to have perceived the entire course of the poem in a dream (possibly an opium -induced haze), but was interrupted by this visitor who came "on business from Porlock " while in the ...
Kubla Khan: or A Vision in a Dream (/ ˌ k ʊ b l ə ˈ k ɑː n /) is a poem written by Samuel Taylor Coleridge, completed in 1797 and published in 1816.It is sometimes given the subtitles "A Vision in a Dream" and "A Fragment."
The book begins with William Dalrymple taking a vial of holy oil from the burning lamps of the Holy Sepulchre, which he is to transport to Shangdu, the summer seat of the King Kubla Khan. It has been mentioned that Kubla Khan wanted a hundred learned men armed with Christian knowledge to come to his Khanate and spread the knowledge of Christianity.
In Xanadu did Kubla Khan A stately pleasure-dome decree: Where Alph, the sacred river, ran Through caverns measureless to man Down to a sunless sea. So twice five miles of fertile ground With walls and towers were girdled round: And there were gardens bright with sinuous rills, Where blossomed many an incense-bearing tree;
Thematically the poem is one of Coleridge's most cohesive constructs, with the narrative plot more explicit than previous works such as the fragmented Kubla Khan which tend to transcend traditional composure. Indeed, in many respects the consistency of the poem – most apparent from the structural formality and rhythmic rigidity (four ...
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Indian mathematician Srinivasa Ramanujan, known for his substantial contributions to number theory, analysis and other areas of pure mathematics, claimed that Hindu goddess Namagiri Thayar would bestow him with mathematical insights in his dreams [34]: 36 and that in these visions, "scrolls containing the most complicated mathematics used to ...