2013年2月22日 · A jointly developed question-and-answer document (M-01802) provides the mutual understanding of the national parties on issues related to city carrier assistants (CCAs) – the new classification of letter carrier created by the Jan. 10, 2013 interest arbitration award that set the terms of the 2011 National Agreement.

2016年3月16日 · It is separated in two sections: the first concerning city carrier assistants (CCAs) and the second section addresses other contractual provisions. This document fully replaces the March 6, 2014, Questions and Answers, 2011 USPS/NALC National Agreement (M-01833). New questions and responses are identified by underscoring.

CCA occupational codes are as follows: CCAs employed under Article 7.1.C.1 of the National Agreement are either 2310-0045 (City Carrier Assistant 1, CC-01} or 2310-0047 (City Carrier Assistant Tech 1, CC-02).

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2014年12月29日 · FS/DS属于厂家的设计文件，而DQ就是在设计文件的描述中找到其设备的设计是如何符合URS的要求的。 CCA中确定某一部件是关键部件，例如：其中问题是否与产品接触的组件你回答是，那么验证的时候就要检查其材质、清洁的要求等。 也就是说关键组件你选择回答是的内容，在你验证中都应该有相关的测试的考虑！ FS/DS属于厂家的设计文件，而DQ就是在设计文件的描述中找到其设备的设计是如何符合URS的要求的。 CCA中确定某一部件是关键部 …

It is separated in two sections: the first concerning city carrier assistants (CCAs) and the second section addresses other contractual provisions. This document fully replaces the March 6, 2014, Questions and Answers, 2011 USPS/NALC National Agreement. New questions and responses are identified by underscoring.

Service hiring city carrier assistant (CCA) employees above the contractual caps, many former CCAs have now been converted to career status. This settlement provides that all CCAs in all size offices with 30 months of relative standing on Sept. 1, 2018, will be converted to …

cca利用综合变量对之间的相关关系来反映两组指标之间的整体相关性的多元统计分析方法。它的基本原理是：为了从总体上把握两组指标之间的相关关系，分别在两组变量中提取有代表性的两个综合变量u1和v1（分别为两个变量组中各变量的线性组合），利用这 ...

Under M-01854 (Feb. 4, 2015), NALC and the Postal Service have settled national-level case Q11N-4Q-C 14278874 concerning the compensability of time spent and costs incurred by city carrier assistants (CCAs) when obtaining fingerprints for the background investigation required for conversion to career status by agreeing that reasonable and necess...

什么是CCA. 典型关联分析(Canonical Correlation Analysis，以下简称CCA)是最常用的挖掘数据关联关系的算法之一。比如我们拿到两组数据，第一组是人身高和体重的数据，第二组是对应的跑步能力和跳远能力的数据。那么我们能不能说这两组数据是相关的呢？