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时间:2019-11-14
《专业英语实训论文(09信计)》由会员上传分享,免费在线阅读,更多相关内容在工程资料-天天文库。
1、学号:091022笛姓名:汪志成专业:信息与计算科学学院:理学院指导老师:徐德华张美英日期:2012.6.22一、专业词汇(100个)algebra代数geometrical几何的algebraic代数的identity恒等式arithmetic算术,算法measure测量,测度axiom公理numerical数值的,数字的conception概念,观点operation运算constant常数postulate公设logicaldeduction逻辑推理conic圆锥ellipse椭圆hyperbola双曲线parabola抛物线axiom公理definition定义triang
2、le三角形parallelogram平行四边形straightangle平角rightangle直角acuteangle锐角hypotenuse斜边circle圆center
3、员
4、心diameter直径radius半径circumference圆周proposition命题division除,除法subtraction减,减法formula公式term项,术语trigonometry三角学variable变化的,变量induction归纳,归纳法criterion标准verification验证,证实consistent—致的,调和的obtuseangle钝角reflexangle
5、优角rectilinear直线的isoscelestriangle等腰三角形equilateraltriangle等边三角形righttriangle直角三角形obtusetriangle钝角三角形acutetriangle锐角三角形equiangulartriangle等边三角形limit极限,极点infinite无限的,无穷的infinitesimal无穷小的,极小的exemplify例证inscribe记下polygon多角形,多边形continuousvariable连续变量variation变分,变化interval区间independentvariable自变量extr
6、emevalue极值multipleintegral多重积分interpolation插值extrapolation外推法,推断internalpoint内点variationalmethod变分方法magnitude数值,大小inequality不等式Increasingfunction增函数Decreasingfunction减函数convergence集屮,收敛aggregate合计,集合休irrationalnumbers无壬里数domain定义域dependentvariable应变量rectangularcoordinate盲角坐标abscissa横坐标ordinate
7、纵座标differentiation微分integration积刁}calculus微积分学interrelation相互关系trigonometry三角法exponential指数的,無数的logarithm对数derivative导数tangent切线,正切definiteintegral定积分approximation近彳以值culminate达到顶点mean平均数differentialequation微分方程doubleintegral二重积分lineintegral线积分functionalanalysis泛函分析roundingerrors舍入误差quadratur求
8、积,求积分polynomial多项式的maximum最大值minimum最小值二、英文文献DifferentialCalculusLHistoricalIntroductionNewtonandLeibniz,quiteindependentlyofoneanother,werelargelyresponsiblefordevelopingtheideasofintegralcalculustothepointwherehithertoinsurmountableproblemscouldbesolvedbymoreorlessroutinemethods.Thesuccessfu
9、laccomplishmentsofthesemenwereprimarilyduetothefactthattheywereabletofusetogethertheintegralcalculuswiththesecondmainbranchofcalculus,differentialcalculus-Thecentralideaofdifferentialcalculusisthenotionofderivative.Liketheintegral,thede
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