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Biographical note: Andrew Duncan studied as a mediaevalist and started writing in punk fanzines. He has been publishing poetry since the late 70s, including In a German Hotel, Anxiety Before Entering a Room, Sound Surface, Surveillance and Compliance. He was one of the editors of Angel Exhaust and has translated much modern German poetry.
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EAN13: 9781844711116 ISBN-10: 1844711110 ISBN-13: 9781844711116 Author: Andrew Duncan Title: The Imaginary in Geometry Series: Salt Modern Poets Product class: BC Language: eng Audience: General/trade BIC subject category: CTCH1 Publisher: Salt Publishing Pub date: 01-Sep-05 Extent: 112pp Height: 216 mm Width: 140 mm Thickness: 7 mm Weight: 168 gms Supplier: Gardners Books Supplier: Ingram Book Group Supplier: Inbooks (James Bennett) Availability: IP Price: GBP 8.99 Price: USD 14.95 Rights: World
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Short
description/annotation: Duncan’s surging and ecstatic poetry draws the wayward connections together into a personal mythology. Ranging wildly through science, technology and history, we see glimmers of secret knowledge and the occult. Here we may find ourselves within the aberrant forms of knowledge, delighting in the sonic showdown of phonemes and ephemera.
Main description: The instruction for this new volume was to write poems with no autobiographical content – going straight to personal myth. The Imaginary in Geometry is named for a book by a legendary Russian priest and mathematician martyred by the Bolsheviks. It means that any theory involves idealisation – but also how something imaginary takes on shape and dimensions in the artistic act. Breton wanted to change Malraux’s definition of modern art, as what develops a series of images into a personal myth, into the discovery of a collective stock of images, rooted in the unconscious. Such a return of archaic worlds to light would have to pick its way through the debris of myths wished on us by the agencies – Anglophilia, a Romance of the Docks is a lingering exploration of the lost world of mid-century propaganda, the alluring stories of a leisure class in ideal clothes. Photographs open onto a beckoning space of generosity and inauthenticity, a glittering demon world which engulfs us we say yes to it. How indeed would we reconstruct the Past once we discard these pop images with their discreet divinities? More fundamental than a mythic narrative is the fabric of the space in which it takes place as a momentary series of high points. Symbolic space is something non-finite which can be built up by finite steps. On the Beach at Aberystwyth is a journey in another geometry, the Western Seaways as the routes along which Celtic culture spread. It answers the question, what is social structure?
Early preoccupations with Socialist Realism and technophilia are continued here by poems about the inventor of double-tracking and a Spiritualist clergyman who constructed a machine of unknown purpose at the command of spirits.
Table of contents: Coastal Defences of the Self Abundance The Ruins of Guldursun Deep Dish Dished Spectrum Flight The Ghost of Fusion A Building Code for Jerusalem Wonders of Classification A Virtuality/ Cyclical Polygons Swanning with the Bishop Les Paul’s Garage Studio Radio Vortex On the Beach at Aberystwyth Anglophilia — a Romance of the Docks I Baltic Relief Mission II The Room of Light III Putting England on film IV Documentary V Darling, Let’s Stop Pretending VI Collusion VII The moving Line of Capture VIII Silver Threads and Golden Needles IX Trust X Q-landscapes XI The Outlands XII Radio Wars XIII Like Spring Water Strained Through Muslin XIV A Failed Collection XV The Forgetting 100 Bars of Inattention or, The Social Order The Spirit Mover, 1854 Wonders of Classification, Part 2 or, The Builder of Follies When Myth Becomes History 2 On the Margins of Great Civilisations 3 Anagoge or, When History Becomes Myth History of My Contemporary View excerpt as PDF:
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Excerpt from book:
Abundance
Mood pulses in actinic glare Wegener’s three–colour system three vertices of a catching frame
Light swooping through frissons of ice Thaws the coloured pane and freezes The summer pastures of Greenland
The North Atlantic rush of a feathered turbine swooping onto timed abundances the flickering upwelling feast the balmy fat–smeared surfaces rattle of wing–racks
Shore to which they soar in summer skeins fatal beyond Faeroe
Humus too poor for thorps and acres Incorruptible in the dusk of declension The wrong island the effect of latitude on group size
Scant askance slats of sunshine Slight aslant tints skimming the captor mesh grudging
Instrument scales on the objectless plane of light notches against ice–blink straining of sight on white unscattered clarity where distance is near trueness where farness is too sheer
scaleless blank plane the eye flat falling without eyefast from Lewis to the last land
Wisps of heat dissipation Drafting crystal austere polygons Starring of sea–ice from petalled edges Feathers flicking thermal flakes
Unpublished endorsement : Andrew Duncan writes a poetry of possibility. To read The Geometry of the Imaginary is to stumble into the richness of things, to be thrown, startled, into exhilarating new vistas. It is a pleasure to glimpse Marrakesh from the beach at Aberystwyth. Try this book. Explore it. David Herd Unpublished endorsement : Ilm al-hay’a: elastic scattering is a diffractive process, largely determined by an imaginary amplitude calculated from the sum of all possible production-channels. Many of these are presently so jammed or damaged that polarisations change signs and then change again: there are dips and wiggles in angular distributions, ‘the documentation that has to be delivered.’ For the last thirty years, Andrew Duncan has patiently traced alternative wavelengths, to and from the unevocable, irreconcilable and the impossible. The Imaginary in Geometry asks how the substitution of an ideal nature for the ‘prescientific’ field-theory of sense-perception throws up figures. Some of these are nameable, as ‘Galileo’, ‘Kubrick’, ‘Tallents’ etc. Others enshade the buildings and parkways like nuclear silhouettes. In tagging them, we too become Algebra. Kevin Nolan |