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首页> 外文期刊>Journal of algebraic geometry >Appendix to 'Secant varieties and successive minima' by C. Soule: On linear subspaces contained in the secant varieties of a projective curve
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Appendix to 'Secant varieties and successive minima' by C. Soule: On linear subspaces contained in the secant varieties of a projective curve

机译:C. Soule的“正割变种和连续极小值”的附录:关于投影曲线的割割变种所包含的线性子空间

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摘要

We show that the d-th secant variety of a projective curve of genus g imbedded in projective space by a complete linear system of degree 2g - 2 + m, with m at least 2d + 3, does not contain linear spaces of dimension bigger than d - 1, and that the only linear subspaces of dimension d - 1 contained in it are the obvious ones.
机译:我们表明,由2g-2 + m的完整线性系统(其中m至少为2d + 3)嵌入到投影空间中的g属投影曲线的d割线变化不包含尺寸大于d-1,并且其中包含的唯一维d-1线性子空间是显而易见的子空间。

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