积分学
- 名integral calculus
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我正专攻微分学和积分学
I 'm specializing in differential and integral calculus .
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这本书假装一种不同和积分学的基础知识。
This book assumes a basic knowledge of differential and integral calculus .
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也许这是你在对自己说,现在马上我就要去报名参加斯瓦希利语(Swahili)、积分学和手风琴课,得赶在脑子迟钝之前!
So you may be saying to yourself , I have to sign up right now for Swahili and calculus and accordion lessons before my brain withers away !
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关于积分学中互否概念的教学
An exploration on teaching mutually contradictory concepts in integral calculus
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关于一元积分学体系构建的思考
On the Construction of Integration System with One Variable
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关于对称性在积分学中的几个命题及其应用
Several Propositions and Their Application of Symmetry in Integral
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从向量场看几个重要积分学公式的相互关系
The Relation of Several Integral Formulas in Vector Fields
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积分学中的代数方法
Algebraic Methods for Integral Calculus
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这些关系将证明是来自一个协作和积分学角度对著。
These relationships would prove to be integral from both a collaboration and learning perspective for Yulia .
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多元积分学教学演示系统的设计与实现
A design and a realization of the multimedia teaching demonstration system of integral calculus of several variables
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积分学中的几个问题
Several Problems in Integral
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课程内容包括函数、限与连续、元函数微分学、元函数积分学等几大板块。
This course consists of several major parts , such as Functions , Limits and Continuity , The Derivative and Integration .
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因为你从没有练习。对自己的成绩过于不重视,你已经习以为常,以至于对自己感到骄傲就像在回忆积分学一样困难。
Because you 've never practiced . You 're so used to downplaying your accomplishments that being proud of yourself is like remembering calculus .
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在用变量替换方法处理多元函数积分学中的某些问题时,习惯上都采用数学分析的方法;
When some problems in plural - function integral calculus are treated in a variable substitute way , it is customary to employ a mathematical analytic method .
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掌握常见的曲面方程的识记规律,不仅能轻松建立空间图形,而且为多元函数积分学的学习打下坚实的基础。
To master the law of common surface equation , not only can easily establish a space graphics , but can lay a solid basis for learning multi-function .
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积分学:定积分与不定积分、本定理、积分的方法、勒定理、分学在几何、理和工程学上的应用。
Integral Calculus : definite and indefinite integrals ; fundamental theorem of calculus ; techniques of integration ; Taylor 's Theorem ; applications in geometry , physics and engineering .
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本文对一些数学分析参考书和学生在积分学部分常犯的几个典型错误进行了分析,澄清了几个容易混淆的问题。
In this paper , several typical mistakes in integral which appear in some reference books of mathematical analysis and are often made by some students are analyzed , with several confusing problems made clear .
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盐酸小栗碱治疗可使DSS结肠炎小鼠体重增加、腹泻减轻、便潜血减弱或消失,DAI积分及组织学评分下降,效果显著且呈时间、剂量依赖性(尸<0.05);
Results : Treatments with berberine chloride could significantly promote the weights , improve the diarrhea , reduce the positive rate of OB and enhance the histological scores of mice in a time - and dose - dependent manner ( P < 0.05 ) .
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科技成果转化知识管理绩效的模糊积分评价微分学与积分学的发展及其历史评价
Knowledge Management Performance Appraisal of Science and Technology Achievement Transformation Based on Fuzzy Integral
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根据平均积分点、学能测试成绩和问答题的回答选出了优胜者。
The winners were selected on the basis of their grade point average , saw scores and answers to essay questions .
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无穷限积分是微积分学中广义积分的一种类型,是积分知识的一个难点内容。
Infinite integral is a type of improper integral in calculi , and it is also a difficult point in integral .
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最后还通过几个实例,给出了一个化有字母限的积分问题为微分学问题的有效方法。
In the end , with some examples , a useful method for solving the integral ( involving the letter limit ) problem has been illustrated .
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通过对老年高血压病有无左室肥厚患者各20例,进行性别、年龄配对后,观察其中医血瘀证积分与血液流变学指标的变化,以及血瘀证与左室肥厚的关联程度。
20 cases of senile hypertension patients with or without left ventricular hypertrophy ( LVH ) were investigated for observing the correlation between TCM blood stasis and blood rheology and between blood stasis and LVH .
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从积分的应用看积分学的改革
Discuss Reform of Integral on Practical Use
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讨论了解常微分方程的积分因子法在极限理论、微分学、积分学中的一些应用。
Some simple application of method of integrating factor that solve ordinary differential equation is discussed on the limit theory , differential and integral .
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观察治疗前后神经功能缺损积分,中医症候积分和血液流变学的变化和不良反应。
Neural function defect score were observed before and after treatment , symptom scores and changes of blood rheology and adverse reaction . Node : 1 .
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利用极限理论,给出并证明了减弱条件的积分第二中值定理中值点的渐近性的几个结论,相信在积分学中有着很重要的作用。
By using the limit theorem , the authors discuss and prove conclusions of asymptotic property of mean point in second mean value theorem for integrals in concessional terms believing that they will take an important effect in integral .