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This thesis is AN investigation into the properties and applications of Clifford’s nonrepresentational algebra. That at that place is much unused to say connected the subject of Clifford algebramaybeasurprisetosome.File Size: 1MBPage Count: 244Author: Christopher John Leslie DoranCited by: Issue Year: 1994
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The principal areas of research in geometry involve symplectic, Riemannian, and complex manifolds, with applications to and from combinatorics, classical and quantum physics, ordinary and partial differential equations, and representation theory.
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