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- Telesto is in Tethys' leading Lagrange point. Telesto在土衛三的拉格朗日點(diǎn)的前點(diǎn)上。
- And the resolvent of the difficulties is discussed. 討論了建立應用程序時(shí)的難點(diǎn)解決方案。
- Finaly, the resolvent procedure is given. 最后給出了求解的計算程序。
- Enforce essential boundary conditions using Lagrange multipliers. 用拉氏乘子加強本征邊界條件。
- Lagrange is the lofty pyramid of mathematical sciences. 拉格朗日是數學(xué)科學(xué)中高聳的金字塔。
- These are the Lagrange's equations of a potential system. 保守系統的拉格朗日方程。
- The Lagrange method is simpler as compared to the Newton's method. 與牛頓方法相比,拉格朗日方法要簡(jiǎn)便得多。
- At division, it presented the resolvent when divisor being zero. 除法運算中給出了除數為零的解決方案；
- This paper analyses the reason and resolvent of the problems. 本文就這些問(wèn)題的產(chǎn)生原因及解決方法進(jìn)行了分析討論。
- For the geometry depicted in Figure 2-2, the lagrange multiplier is positive. 對于圖2-2中所畫(huà)的幾何圖形來(lái)說(shuō)，拉格朗日乘子是正的。
- Gauss discovered the upper limit; Lagrange discovered the lower limit. 這個(gè)上限值是高斯發(fā)現的；拉格朗日發(fā)現了下限。
- Distortion was minimized using Lagrange theory to find the optimized quantizer. 該算法小用計算方差，計算量得到明顯降低。
- The Illinois River locks would be built near LaGrange and Peoria, Illinois. 伊里諾伊河上的船閘將建在伊里諾伊州的拉格蘭和皮奧里亞附近。
- In this paper. we study the Lagrange bisection at the symplectic groupoids. 摘要本文研究了辛群胚上的拉格朗日雙截面。
- About permanent resolvent for this problem, it is suggested that consult CJEC. 關(guān)于此類(lèi)問(wèn)題的永久性解決方法，建議向本公司咨詢(xún)。
- Meanwhile, some problems occur, one of resolvent is to add nozzle width. 但同時(shí)出現一些問(wèn)題,解決的辦法之一就是增大噴嘴寬度。
- After the technical innovation, the paper finds a kind of thorough resolvent. 經(jīng)過(guò)技術(shù)攻關(guān),找到了一種徹底解決辦法。
- There is also a comprehensive treatment of optimality conditions, Lagrange multiplier theory, and duality theory. 這門(mén)課程也包括了對最適化條件，拉格朗日乘數理論，和對偶理論的綜合論述。
- A Theory of Variational Assimilation with Kalman Filter - Type Constraints: Bias and Lagrange Multiplier. 卡門(mén)濾波器型限制的變分同化理論:偏差和拉格朗日放大器。
- Neither Euler nor Lagrange envisioned the rich possibilities which their work on complex integers opened up. 無(wú)論Euler或Lagrange都沒(méi)有預想到他們關(guān)于復整數的工作所打開(kāi)的豐富可能性。
