The End of Mr. Y
Author | Scarlett Thomas |
---|---|
Country | Great Britain |
Language | English |
Genre | Novel |
Publisher | Harcourt Books |
Publication date | 2006 |
Media type | |
Pages | 416 pp |
ISBN | 0-15-603161-2 |
OCLC | 64065900 |
823/.92 22 | |
LC Class | PR6120.H66 E53 2006 |
The End of Mr. Y is a novel by British author Scarlett Thomas. The book tells the story of Ariel Manto, a PhD student who has been researching the 19th century writer Thomas Lumas. She finds an extremely rare copy of Lumas' novel The End of Mr. Y in a second-hand bookshop. The book is rumoured to be cursed - everyone who has read it has died not long afterwards.
Central to Lumas' book is the "Troposphere" – a place where all consciousness is connected and you can enter other people's minds and read their thoughts. The book contains the recipe for a homeopathic formula that Lumas' hero uses to enter the Troposphere. Manto uses the recipe to reproduce the formula and subsequently enters the Troposphere herself.
The book mentions that her surname is fictitious and based on an anagram; Ariel Manto is an anagram of I am not real.[1]
As have Janette Turner Hospital and Andrew Crumey, the writer explores the relationships between quantum physics and post-modernist and deconstructionist theory. The description of the Troposphere has been compared to the novels of Neal Stephenson and William Gibson, and shares similarities to The Matrix.[2]It was long-listed for the Orange Prize for Fiction in 2008,[3]sold 150,000 copies, and won a Nibbie award for best cover.[4]
References
- ↑ Review in The Wired Jester
- ↑ Book review in the Independent Archived June 17, 2008 at the Wayback Machine
- ↑ Long-listed for the Orange Prize Archived April 11, 2008 at the Wayback Machine
- ↑ Interview with Canongate, publisher of the year
External links
Wikiquote has quotations related to: The End of Mr. Y |
- Official homepage of The End of Mr. Y
- Bookslut review of The End of Mr. Y
- Complete Review's collation of reviews of The End of Mr. Y
- "Sloane's A100200 : Decimal Goedelization of antitheorems from propositional calculus", The On-Line Encyclopedia of Integer Sequences. OEIS Foundation.