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维尔斯特拉斯定理(1)(draw diagram of cases in which a feasible set (budget set) is not closed or not bunded,but a solution to the optimization problem exists.(绘制图的情况下,其中一个可行集(预算集)不闭合或不堤壆,但存在的最优化问题的解决方案)(2)show f(x)=1,g(x)=x are continuous functions.显示函数f(x)= 1,G(X

2022-07-13 05:13:32 行业快讯 来源:
导读 想必现在有很多小伙伴对于维尔斯特拉斯定理(1) draw diagram of cases in which a feasible set (budget set) is not close

想必现在有很多小伙伴对于维尔斯特拉斯定理(1) draw diagram of cases in which a feasible set (budget set) is not closed or not bunded,but a solution to the optimization problem exists.(绘制图的情况下,其中一个可行集(预算集)不闭合或不堤壆,但存在的最优化问题的解决方案)(2)show f(x)=1,g(x)=x are continuous functions.显示函数f(x)= 1,G(X)=x是连续函数(3)Does the following function has a maximum on the inverval [-1,1]?If not,explan why.请问以下函数有一个最大的区间[-1,1]?如果没有,请解释原因.f(x)= 1\/x,x=\/=0; 0,x=0.","title_text":"维尔斯特拉斯定理(1) draw diagram of cases in which a feasible set (budget set) is not closed or not bunded,but a solution to the optimization problem exists.(绘制图的情况下,其中一个可行集(预算集)不闭合或不堤壆,但存在的最优化问题的解决方案)(2)show f(x)=1,g(x)=x are continuous functions.显示函数f(x)= 1,G(X)=x是连续函数(3)Does the following function has a maximum on the inverval [-1,1]?If not,explan why.请问以下函数有一个最大的区间[-1,1]?如果没有,请解释原因.f(x)= 1\/x,x=\/=0; 0,x=0.方面的知识都比较想要了解,那么今天小好小编就为大家收集了一些关于维尔斯特拉斯定理(1) draw diagram of cases in which a feasible set (budget set) is not closed or not bunded,but a solution to the optimization problem exists.(绘制图的情况下,其中一个可行集(预算集)不闭合或不堤壆,但存在的最优化问题的解决方案)(2)show f(x)=1,g(x)=x are continuous functions.显示函数f(x)= 1,G(X)=x是连续函数(3)Does the following function has a maximum on the inverval [-1,1]?If not,explan why.请问以下函数有一个最大的区间[-1,1]?如果没有,请解释原因.f(x)= 1\/x,x=\/=0; 0,x=0.","title_text":"维尔斯特拉斯定理(1) draw diagram of cases in which a feasible set (budget set) is not closed or not bunded,but a solution to the optimization problem exists.(绘制图的情况下,其中一个可行集(预算集)不闭合或不堤壆,但存在的最优化问题的解决方案)(2)show f(x)=1,g(x)=x are continuous functions.显示函数f(x)= 1,G(X)=x是连续函数(3)Does the following function has a maximum on the inverval [-1,1]?If not,explan why.请问以下函数有一个最大的区间[-1,1]?如果没有,请解释原因.f(x)= 1\/x,x=\/=0; 0,x=0.方面的知识分享给大家,希望大家会喜欢哦。 2017-10-30

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