1) infinite pad method
无穷反衬法
2) infinitesimal method
无穷小法
3) Half-infinitary method
半无穷方法
1.
In this paper, we use Half-infinitary method, Self-substitution method, Fixed-point method and Quasi-valuation method to comprehensively establish such logics, and thus investigate various logical features of knowing an action.
本文我们采用半无穷方法、自代入方法、固定点方法和拟赋值方法全面建立这样的逻辑,从而研究知道一个活动的各种逻辑特性。
4) infinite solutions
无穷多解法
5) method of infinite descent
无穷递降法
1.
In this paper,we use Fermat method of infinite descent which shows that the Diophantine equations x 3±y 6=z 2 has no positive integer solutions when (x,y)=1 and y>1.
利用Fermat无穷递降法 ,证明了丢番图方程x3 ±y6=z2 ,(x ,y) =1仅有整数解 2 3 +16=32 。
6) infinitesimal number method
无穷小数法
1.
By using infinitesimal number method and increment limit method,we redefine the osculating place,the osculating circle, tangent,normal,binormal,curvature,the curvature radius,the curvature centre,the curvature radius vector and the natural coordinates of the spacial smooth curve at a certain point.
用无穷小数法和增量极限法重新定义了空间光滑曲线在某点处的密切面、密切圆、切线、法线、副法线、曲率、曲率半径、曲率中心、曲率半径矢量以及自然坐标系 。
补充资料：法性属法为法性土
【法性属法为法性土】
谓真如法性之理，譬如虚空，遍一切处，乃是法身所证之体，即为所依之土，故名法性属法，为法性土。
谓真如法性之理，譬如虚空，遍一切处，乃是法身所证之体，即为所依之土，故名法性属法，为法性土。
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