1) accounting for internal reporting
内部报告会计
2) report on internal accounting control
内部会计控制报告
4) internal report
内部报告
1.
This paper starts with from the importance of internal report,points out internal report long-term ignored by people,has elaborated the intension of internal report subsequently from the surfaces of three sides such as role,function and the concept of internal report,has put forward internal report system and its content.
本文从内部报告的重要性入手,指出内部报告长期被人们所忽视,既而从内部报告的概念、功能、作用等三方面阐述了内部报告的内涵,提出了内部报告体系及其内容。
2.
From procedures of MCS to see, MCS includes decomposing strategic goal, establishing control standards, internal report, performance measurement and governor reward, in which Internal Report is feedback sector of MCS.
管理控制系统是管理者实施组织战略的工具，从控制程序来看，它主要包括：战略目标分解、控制标准制定、内部报告、经营业绩评价和管理者报酬。
5) accounting reports
会计报告
1.
Great changes will take place in terms of accounting principles, accounting hypotheses, accounting approaches, accounting reports, accounting practice and accounting functions.
传统会计的理论和方法都不能适应电子商务对会计提出的要求，无论是会计原则，还是会计假设；无论是会计方法，还是会计报告；无论是会计实务，还是会计职能，都将发生深刻的变化。
2.
There fore the accounting reports are required to be innovated.
知识经济时代 ,会计所处的社会经济环境发生了重大的变化 ,客观上要求对会计报告进行创新。
6) accounting report
会计报告
1.
Perfecting Accounting Report System of the Institution;
完善事业单位会计报告体系
2.
The accounting report includes financial reports(or financial accounting report) and internal reports(management accounting report).
会计报告是为实现会计目标而设计的会计信息报告系统。
3.
This paper analyzes the influence of E-business on the contents and time-effectiveness of the accounting report,introduces the mode of the accounting report,and expounds the accounting treatment procedures of the events approach based real-time reporting system and the realized form of the real-time reporting system.
分析了电子商务对会计报告内容和时效性的影响,介绍了电子商务环境下的会计报告模式,阐述了事项法实时报告系统的会计处理流程以及实时报告系统的实现方式。
补充资料：内部
内部
interior
囚都t加挽幻份;皿yT那二ocT‘J 拓扑空间X的子集A的满足下列条件的所有点x的集合:存在X中的开集U:，使x任U:CA.集合A的内部通常记为IntA，且表示含于A内的X中的最大开集.等式IntA=x\「X\A」成立，这里〔X}表示X的闭包.拓扑空间X中集合的内部是正则开(化孚血r open)集或典范集(。口训jCalset).其典范开集构成拓扑基(b朋e)的空间称为半正则的(~一记gu~lar).所有正则空间都是半正则的.内部有时也称为集合的开核(open ken祀1 of the set). B .H，floH咖apeB撰【补注1亦见集合的内部(泊忱由r of a set). 白苏华、胡师度译
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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