nondegenerate 中文意思是什麼

nondegenerate 解釋
非簡並非退化
  1. Investigated polarization interference between atoms of different velocities in dressed - atom two - photon resonant nondegenerate four - wave mixing

    研究綴飾原子雙光子非簡並四波混頻中由多普勒效應產生的偏振干涉。
  2. For nondegenerate(δ)levels, there is no element of choice in the wave function.

    對非簡並的（）能級，波函數沒有選擇的餘地。
  3. Vertex operator algebra associated with nondegenerate solvable lie algebras

    有限維非退化可解李代數的頂點運算元代數
  4. The hausdorff and packing dimension of inverse image and level sets of n - dimension nondegenerate diffusion processes

    維非退化擴散過程樣本逆象集與水平集的分形性質
  5. There are some results " on the study of a n - dimensional nondegenerate diffusion process. in [ 1 ], for n 2, the hausdorff dimension of image set of its sample path is obtained, but for n = l, only its upper bound estimate ( see [ 2 ] )

    文[ 1 ]得到了n維（ n 2 ）非退化擴散過程樣本軌道的象集的hausdorff維數，而對n = 1時，只得到了其象集的hausdorff維數的一個上界估計（見[ 2 ] ） 。
  6. One step newton - iterations of the extended system for the nondegenerate turning point of the navier - stokes equations

    方程的非退化轉向點的擴充系統的一步牛頓迭代法
  7. The level sets and the polar sets for nondegenerate diffusion processes

    非退化擴散過程的水平集和極集
  8. This is the third note on the nondegenerate diffusion process

    這是對非退化擴散過程所做的第三點注記。
  9. This is the first note on the nondegenerate diffusion process

    這是對非退化擴散過程所做的第一點注記。
  10. This is the second note on the nondegenerate diffusion process

    這是對非退化擴散過程所做的第二點注記。
  11. Two kinds of bright epr entangled beams were experimentally generated by means of nondegenerate optical parametric amplifier ( nopa )

    利用非簡並光學參量放大器從實驗上產生了兩種明亮epr糾纏態光場。
  12. Using the method of parabolic regularization, we first study the existence of the optimal control of nondegenerate systems governed by where and jn is mollifying sequence in r. by de giorgi - nash ' s technique, we obtain some uniformly estimates of solutions of regularizing prob - lem, from compactness, we prove the existence of the optimal control of degenerate system by a approximate approach

    利用拋物正則化方法，我們首先研究了非退化系統最優控制的存在性，其中而j _ n是r上的軟化子。利用degiorgi - nash技巧，對正則化問題的解可以得到一些一致估計，利用緊性，通過一個逼近過程我們得到了退化系統最優控制的存在性。
  13. From this, we begin to consider whether the n - dimensional nondegenerate diffusion process possesses the same property

    從這得到啟示，我們開始考慮n維非退化擴散過程的樣本軌道是否具有同樣的性質。
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