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测试格式
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halfrost committed Mar 10, 2018
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"如何选择 $\\theta_{0}$、$\\theta_{1}$,使得 $h_{\\theta}(x)$ 更接近于训练集 (x,y) ?\n",
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"上述问题可以转换为求 $$ \\rm{CostFunction} = \\rm{F}({\\theta_{0}},{\\theta_{1}}) = \\frac{1}{2m} \\sum_{i = 1}^{m} (h_{\\theta})^2 \\tag {平方误差代价函数}$$ 求最小值$$\\min_{{\\theta_{0}} {\\theta_{1}}} \\rm{F}({\\theta_{0},{\\theta_{1}})} $$\n",
"上述问题可以转换为求 $$ \\rm{CostFunction} = \\rm{F}({\\theta_{0}},{\\theta_{1}}) = \\frac{1}{2m} \\sum_{i = 1}^{m} {(h_{\\theta})}^2 \\tag {平方误差代价函数}$$ 求最小值$$\\min_{{\\theta_{0}} {\\theta_{1}}} \\rm{F}({\\theta_{0},{\\theta_{1}})} $$\n",
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