论文标题
想象中的二次场的理想晶格的全面曲折
Well-Rounded Twists of Ideal Lattices from Imaginary Quadratic Fields
论文作者
论文摘要
在本文中，我们研究了一个假想的二次场$ k $的理想晶格的全面曲折的属性。我们表明，每个理想的晶格$ i $ a $ k $至少都有一个全面的扭曲晶格。此外，我们提供了一种明确的算法来计算所有$ i $的全面曲折。
In this paper, we investigate the properties of well-rounded twists of a given ideal lattice of an imaginary quadratic field $K$. We show that every ideal lattice $I$ of $K$ has at least one well-rounded twist lattice. Moreover, we provide an explicit algorithm to compute all well-rounded twists of $I$.
