McChord Air Museum keeps installation’s legacy alive
JOINT BASE LEWIS-MCCHORD, Wash. -- Installations across the military often honor the legacy of those that have paved the way in history by naming base...
JBLM brings teachers, child care experts together for special needs summit
JOINT BASE LEWIS-McCHORD, Wash. – Child care experts and staff from Army installations across the globe came together at Joint Base Lewis-McChord recent...
Public Health Command Europe assists with USAG-Poland’s Drinking Water Initiative
波兰波兹南 - 欧洲公共卫生司令部环境健康科学部的一个团队最近与 Installation Management Comma 合作...
BanditPAM: Almost Linear-Time k-medoids Clustering via Multi-Armed Bandits
TL;DR想要比 \(k\)-means 更好的东西吗？我们最先进的 NeurIPS \(k\)-medoids 算法 BanditPAM 现已公开！\(\texttt{pip install banditpam}\)，您就可以开始了！与 \(k\)-means 问题一样，\(k\)-medoids 问题是一个聚类问题，我们的目标是将数据集划分为不相交的子集。然而，在 \(k\)-medoids 中，我们要求聚类中心必须是实际数据点，这允许对聚类中心进行更好的解释。\(k\)-medoids 还可以更好地处理任意距离度量，因此如果您使用 \(L_1\) 之类的度量，您的聚类对异常值会更稳健。尽
BanditPAM: Almost Linear-Time k-medoids Clustering via Multi-Armed Bandits
TL;DR想要比 \(k\)-means 更好的东西吗？我们最先进的 NeurIPS \(k\)-medoids 算法 BanditPAM 现已公开！\(\texttt{pip install banditpam}\)，您就可以开始了！与 \(k\)-means 问题一样，\(k\)-medoids 问题是一个聚类问题，我们的目标是将数据集划分为不相交的子集。然而，在 \(k\)-medoids 中，我们要求聚类中心必须是实际数据点，这允许对聚类中心进行更好的解释。\(k\)-medoids 还可以更好地处理任意距离度量，因此如果您使用 \(L_1\) 之类的度量，您的聚类可以对异常值更具鲁棒
Editing Certificate Group Locations for InstallRoot via the GUI
通过GUI编辑安装Root的编辑证书组位置此快速参考指南（QRG）描述了如何使用install Root图形用户界面（GUI）编辑默认安装Root证书组位置。
On The Record (with daily recap)
GAO: Health Oppty Accounts Demonstration in Medicaid BPC: Domenici-Rivlin Proect Medicare Act Brookings: Controlling Medicare Costs: Is Premium Support the Answer?(video archive soon) Today in TIE: Reflex, Fifth installment of Austin’s series on premium support in Medicare, and he shows that Med Adv
