A theory of quaternionic algebra, with applications to hypercomplex geometry
In this paper we introduce a new algebraic device, which enables us to treat the quaternions as though they were a commutative field. This is of interest both for its own sake, and because it can be applied to develop an "algebraic geometry" of noncompact hypercomplex manifolds. The basi...
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| 格式: | Conference item |
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2000
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