oriented sphere造句
例句與造句
- Timerding ( 1911 ) used Laguerre's concept of oriented spheres in order to represent and derive the Lorentz transformation.
- An oriented plane P in E ^ { 3 } may be interpreted as the set of all oriented spheres which are tangent to P.
- As mentioned above, oriented spheres in "'R "'3 can be represented by points of four-dimensional space "'R "'4 using minimal ( isotropy ) projection, which became particularly important in Laguerre's geometry.
- The transformation by reciprocal directions transforms oriented spheres into oriented spheres and oriented planes into oriented planes, leaving invariant the " tangential distance " of two cycles ( the distance between the points of each one of their common tangents ), and also conserves the lines of curvature.
- The transformation by reciprocal directions transforms oriented spheres into oriented spheres and oriented planes into oriented planes, leaving invariant the " tangential distance " of two cycles ( the distance between the points of each one of their common tangents ), and also conserves the lines of curvature.
- It's difficult to find oriented sphere in a sentence. 用oriented sphere造句挺難的