Moreover , the paper simply discusses problems concerning intangible asset amortization and information disclosure.

The trade mark is an intangible asset of every enterprise.

商标是企业的一项无形资产.

Long-term assets are classified into tangible assets and intangible assets.

长期 资产可以分为有形资产和无形资产.

The company fixed assets, intangible assets, valuation and accounting management.

公司固定资产 、 无形资产的计价、入帐管理.

The basis of valuation for intangible assets is cost.

评估无形资产的基础是成本.

Yeah, I will account for the land use right in Intangible assets.

是的, 我会在无形资产中核算土地使用权.

Long-term assets are classified into tangible assets intangible assets.

长期 资产分为有形资产和无形资产.

Agricultural intangible assets AIS is the main part of intangible assets.

农业无形资产是无形资产的重要组成部分.

Finally puts forward improvement of intangible assets appraisal management system.

最后提出了完善无形资产评估管理体系的相关建议.

Intangible assets analysis evaluates the important segment that is intangible assets management.

无形资产分析评价是无形资产治理的重要环节.

Asset can be divided into tangible and intangible assets.

资产可分为有形和无形资产。

The cost of intangible assets can be measured reliably.

该无形资产的成本能够可靠地计量.

In this intangible assets relate to how the club value their players.

而这些资产是取决于球队对自己球员的估价.

Existence, approximation and stability of integrable minimum positive solutions for the above equation are gained.

并得到了上述方程可积极小正解的存在性 、 逼近性、稳定性.

Agnesi is credited with writing the first book discussing both differential and integral calculus.

阿涅泽因撰写了第一本讨论微积分的书而声名鹊起.

The limit problem of power exponent function is common but difficult in differential and integral calculus.

幂指函数求极限问题是微积分学中的一个常见问题,同时又是一个难点问题.

Applying the formula, traffic continuity equation in integral calculus form is obtained.

应用全导数的积分公式建立了积分形式的交通流连续性方程.

The course provides an introduction to differential and integral calculus.

本课程主要介绍基本微积分学.

College: Differential and Integral Calculus , Differential Equations, Linear Algebra, Probability and Statistics, Discrete Math.

大学: 微积分, 微分公式, 线性代数, 概率和统计, 离散数学.

The writer gives the proof of rectangle area and derives integral calculus.

给出了矩形面积的证明,并由此推出了面积积分.

Algebra, geometry trigonometry, differentiation, integral calculus, vector, forces, work, energy.

数学、代数 、 平面几何 、 解析几何;微分 、 积分, 向量, 力, 功, 能.