论文标题
梯子矩阵从排列中恢复
Ladder Matrix Recovery from Permutations
论文作者
论文摘要
我们为有界排名的矩阵提供了独特的恢复保证，这些矩阵已对其条目进行排列。我们甚至是为了使我们称为梯子矩阵的更通用的矩阵结构。我们使用可交换代数和代数几何形状的方法和结果，为此，我们为一般受众提供了准备。
We give unique recovery guarantees for matrices of bounded rank that have undergone permutations of their entries. We even do this for a more general matrix structure that we call ladder matrices. We use methods and results of commutative algebra and algebraic geometry, for which we include a preparation as needed for a general audience.
