show · lattice.minimal_vector all knowls · up · search:

For an integral lattice, $L$, the minimal vector length, denoted $m(L)$, is the length of the shortest non-zero vector in $L$. A minimal vector in $L$ is a vector $\vec{v}$ such that $Q(\vec{v})=m(L)$.

Authors:
Knowl status:
• Review status: reviewed
• Last edited by Kiran S. Kedlaya on 2018-06-20 22:28:23
Referred to by:
History: