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Some anti-self-dual bundles on G 2 (C n+2 ) are classified by using a monad method on the twistor space. In the 1-instanton case, this monad enables us to describe the moduli space completely. It is shown that the moduli space is identified with an open cone over P(Λ 2 C n+2 ). This is a generalization of the 1-instanton moduli space on P 2* = G 2 (C...
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