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kriging插值程序克里金(Kriging)插值法又称空间自协方差最佳插值法，它是以南非矿业工程师D．G．Krige的名字命名的一种最优内插法。克里金法广泛地应用于地下水模拟、土壤制图等领域，是一种很有用的地质统计格网化方法。-kriging kriging interpolation procedure (Kriging) interpolation, also known as spatial autocovariance best interpolation, which is base
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C语言实现机械优化设计，六种一维方法。黄金分割法、平分法、三点二次插值法、三点三次插值法、割线法、抛物线法。-C-mechanical optimization design, the six one-dimensional approach. Golden section method, split method, 3.2 times interpolation method, 3.3 times interpolation method, secant method, the parabol
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机械优化设计黄金分割法和三次插值法，适用于无约束一维极值问题-Optimal Design of Mechanical golden section method and the cubic interpolation method, applied to non-binding one-dimensional extremum problem
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One of the weaknesses of the Stairs Approximation algorithm is that a lot of iterations
are required because simultaneous movement of axes is not considered in the
algorithm. Furthermore, possible error conditions are not considered when the inte
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古典与现代机械优化设计matlab源程序，包括：二次插值，复合型，鲍威尔，黄金分割等-Optimal design of classical and modern mechanical matlab source, including: quadratic interpolation, complex, Powell, Golden, etc.
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用二次插值求f(x)最优解。根据输入确定三点的初始值，并求出对应的函数值。-With quadratic interpolation find f (x) the optimal solution. According to the initial value of the input to determine the three points, and find the corresponding function value
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普通Kriging插值，是一种求最优、线形、无偏的空间内插方法-Common Kriging interpolation, is a kind of optimal, linear, unbiased spatial interpolation method
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这是普通Kriging插值,是一种求最优、线形、无偏的空间内插方法-this is Common Kriging interpolation, is a kind of optimal, linear, unbiased spatial interpolation method
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数学建模最优路径问题及投资例题解答，通过matalb编程解决以上问题-Mathematical model interpolation algorithm, with the mathematical modeling, use of matble programming solve interpolation fitting mathematical modeling optimal path problem and investment examples solutions, through
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数学建模中的最优路径选择问题，通过数学建模，matalb编程找到最有路劲，最优策略-Mathematical model interpolation algorithm, with the mathematical modeling, use of matble programming solve interpolation fitting mathematical modeling optimal path problem and investment examples solutions,
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机械优化设计，编写程序，二次插值法，求解最优解-Mechanical optimization design, program, secondary interpolation method, the solution of optimal solution
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The optimal predictors of a lifting scheme in the general n-dimensional case are obtained and applied
for the lossless compression of still images using rst quincunx sampling and then simple row-column
sampling. In each case, the e ciency of the
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拉格朗日插值求解最优，适用于混合整数规划问题模型-Lagrange interpolation for solving optimal, suitable for mixed-integer programming problem model
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机械优化设计一维搜索方法，综合黄金分割法与二次插值法进行最优搜索-Optimization of Mechanical Design one-dimensional search method, golden section method with quadratic interpolation method for optimal search
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二次插值法求一维优化问题最优解，适合FORTRAN和优化问题初学者学习参考-Quadratic interpolation optimal solution of one-dimensional optimization problem for FORTRAN and optimization beginners to learn
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机械优化设计主要包括建立优化设计问题的数学模型和选择合适的优化方法及程序两方面的内容.基于二次插值法的基本原理,通过实例,编写MATLAB程序进行求解,计算结果说明了二次插值法是一种求解一元函数极小点问题最优解的可行高效的方法.-Mechanical optimization design includes a mathematical model to optimize the design of the problem and choose the appropriate two aspec
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最优插值的程序，附带了算例，来自于比利时烈日大学GHER研究小组-the original code for Optimal Interpolation
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MATLAB克里金(Kriging)插值法又称空间自协方差最佳插值法，它是以南非矿业工程师D．G．Krige的名字命名的一种最优内插法。克里金法广泛地应用于地下水模拟、土壤制图等领域，是一种很有用的地质统计格网化方法。-
MATLAB kriging (Kriging) interpolation method, also known as spatial autocorrelation covariance optimal interpolation method, which is ba
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利用fortran语言实现最优插值算法，使用于大气海洋资料融合分析-Using FORTRAN language to realize the optimal interpolation algorithm, used in Marine atmosphere data integration analysis
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克里金(Kriging)插值法，又称空间自协方差最佳插值法，它是以南非矿业工程师D．G．Krige的名字命名的一种最优内插法。克里金法广泛地应用于地下水模拟、土壤制图等领域，是一种很有用的地质统计格网化方法。(Krikin (Kriging) interpolation method, also called spatial covariance best interpolation method, is an optimal interpolation method named by Sout
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