An Algebraic Characterization of \mathcal{R} -Spaces |
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Authors: | EDUARDO G Hulett CRISTIÁN U SÁNCHEZ |
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Abstract: | We study an algebraic structure naturally associated to a standard imbedding of an $\mathcal{R} $ -space. This structure determines completely the geometry of an $\mathcal{R} $ -space and reduces to a Jordan Triple System if the $\mathcal{R} $ -space is symmetric. |
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