homogeneous programming

英 [ˌhɒməˈdʒiːniəs ˈprəʊɡræmɪŋ]

美 [ˌhoʊməˈdʒiːniəs ˈproʊɡræmɪŋ]

【计】【数】齐次规划

This paper applies symbol toolbox of MATLAB to solve the implicit solution of the homogeneous and complete differential equation by programming and point out one error in reference [ 3].
本文利用MATLAB符号工具箱，通过编程可求出齐次方程的解，通过自动寻找积分因子，从而求出全微分方程的通解，另外指出文献[3]中的一个错误。
It transforms the selection of Heterogeneous or Homogeneous Kernel functions to a semi-definite programming optimization problem, and get a better kernel function by combining simple one with effective kernel parameters.
研究用半定规划方法优化核函数，把同构核函数和异构核函数的选择转化为半定规划最优组合问题，并能利用有效核参数生成有效核函数，进而组合出更优核函数。
It assumes that the demand of customer follows a homogeneous Poisson process, while customer make a booking decision, the probability of reservation is impacted by the remaining seat number. The stochastic dynamic programming model is established to how to allocate the restaurant of capacity.
假设顾客订餐需求的到达服从时齐泊松过程，到达顾客的预订决策受餐厅剩余座位数量的影响，构建了餐厅二维能力分配的随机动态规划模型。