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The Ls-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants
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The Ls-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants Paperback - 1994

by John W. Morgan; J. Morgan


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  • Title The Ls-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants
  • Author John W. Morgan; J. Morgan
  • Binding Paperback
  • Edition First Edition
  • Pages 222
  • Volumes 1
  • Language ENG
  • Publisher International Press of Boston, Cambridge
  • Date 1994
  • ISBN 9781571460066 / 1571460063
  • Library of Congress Catalog Number 94077174
  • Dewey Decimal Code 516.35
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The L²-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants
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The L²-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants

by Morgan, John W.; Mrowka, Tomasz and Daniel Ruberman

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Used - Near Fine
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Cambridge: International Press Incorporated, 1994. Hardcover. Near Fine. Hardcover with red paper boards, 1994, octavo, 222pp., not illustrated. Book near fine with mild soil and wear to boards and spine, binding tight, text clean bright and unmarked. No DJ.
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THE L 2 [ SQUARED ] - MODULI SPACE AND A VANISHING THEOREM FOR DONALDSON  POLYNOMIAL INVARIANTS
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THE L 2 [ SQUARED ] - MODULI SPACE AND A VANISHING THEOREM FOR DONALDSON POLYNOMIAL INVARIANTS

by Morgan, John W. (Et Al)

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International Press Incorporated. Fine with no dustjacket. 1994. Hardcover. 1571460063 . Volume II in the Monographs in Geometry and Topology. ; 8vo; 222 pages .
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The L²-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants (Monographs in...
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The L²-Moduli Space and a Vanishing Theorem for Donaldson Polynomial Invariants (Monographs in Geometry and Topology, Vol II)

by John Willard Morgan; Tomasz Mrowka; Daniel Ruberman

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ISBN 10 / ISBN 13
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Intl Pr, 1994-06. Hardcover. Good.
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The L2-Moduli Space and a Vanishing Theorem for
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The L2-Moduli Space and a Vanishing Theorem for

by MORGAN John W., Tomasz Mrowka, and Daniel Ruberman,

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Hbk 222pp no dj as issued a new and unread copy excellent clean tight unmarked as new
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