论文标题
对数凸孔戈伦斯坦序列
Log-concave Gorenstein sequences
论文作者
论文摘要
我们在这里表明，编辑三个Artinian Gorenstein序列是对数洞穴的，并且有四个不是对数concave的编码iMimension。我们还表明，编辑二的所有级别序列，并且在任何编码中，每个压缩级别的hilbert函数都是对数concave。
We show here that codimension three Artinian Gorenstein sequences are log-concave, and that there are codimension four Artinian Gorenstein sequences that are not log-concave. We also show that all level sequences in codimension two, and every compressed level Hilbert function in any codimension is log-concave.
