1) Direct accountability
直接问责
2) Horizontal Accountability
垂直问责
3) direct responsibility
直接责任
1.
The definition is made on the administrative legal responsibility; an analysis is made on the types of the subject of the administrative legal responsibility; the focus is on the conditions under which the public officials undertake the responsibility as well as on the distinction between direct responsibility and indirect responsibility.
对行政法律责任作出界定,分析行政法律责任主体的类型,重点讨论公务员承担行政法律责任的条件以及直接责任和间接责任的区分。
4) direct access
直接访问
1.
One is the indirect ac-cess by a browser through Web gateway, and the other is the direct access througth JDBC.
目前有两种比较常用的方法可以实现Web对数据库的访问，一种方法是Web浏览器通过Web网关间接访问；另一种方法是通过JDBC直接访问。
2.
By using switch buffer built in memory of USB device, this method realizes the direct access to the file in USB host from USB device, which makes USB device access much larger external file than its storage capability.
该方法利用USB从设备端存储器中建立的交换缓存区,无须拔插flash存储卡即可实现USB从设备端对主设备端文件的直接访问,从而使USB从设备可访问远大于自身存储空间的文件。
3.
A method that realize physical memory allocation & direct access in Win32 is gived.
介绍了一种在 32位Windows操作系统中分配物理内存及其直接访问的方法。
5) the direct problem
直接问题
1.
In this paper,we use addition theory on the Abelian group to study two problems on the Abelian group, the direct problem ,that is, let A and B, what are properties and the structure of the sumset A+B? , and the inverse problem- when |A+B| is as small as possible, what are properties and the structure of the set A and the set B? The main work of this paper has three aspects.
本文应用加性理论，讨论了关于阿贝尔群(Abelian)的两个问题，一个是直接问题：已知A与B，和集A+B的构造与特性是什么?另一个是逆问题：当|A+B|较小时，A与B的构造与特性是什么? 我们主要做了三个方面的研究：首先，我们介绍了一个关于整数和集的直接问题与逆问题的新结论；其次，讨论了|2A|在几种特殊情形下的计算；最后，我们应用关于阿贝尔群(Z_a_0，+)的加法数理论，在两种特殊的情况下我们改进Vitek’s界和Shen Jian’s界，从而获得关于的Frobenius数的一些新的估值公式。
补充资料：按名责实
1.循名责实。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条