Question

决定 decide HSK3 DC-E1-C-C30 上次测验 很多同学被最佳多项式弄晕了 一旦你们决定了 多项式的度数和定义域 这个多项式就将被用来最小化你的最大误差 所以我们的目标是 最小化P(x)减去f(x)的最大误差 f(x)是实际函数 shàngcì cèyàn hěn duō tóngxué bèi zuìjiā duōxiàngshì nòng yūn le yīdàn nǐmen  juédìng  le duōxiàngshì de dùshu hé dìngyìyù zhège duōxiàngshì jiù jiāng bèi yònglái zuìxiǎohuà nǐ de zuì dà wùchā suǒyǐ wǒmen de mùbiāo shì zuìxiǎohuà P(x) jiǎnqù f(x) de zuì dà wùchā f(x) shì shíjì hánshù

Accepted Answer

juédìng n v 340 Okay, most of you were lost on optimal polynomials on the last quiz, uh, so once you choose the degree and domain of the polynomial, the polynomial is chosen to minimize your worst-case error, so the goal here is to minimize the maximum probability of P(x)-f(x), where f(x) is the actual function here. TV - Shameless Us - S06E01_0.27.34

Chinese	决定
Pinyin	juédìng
English	decide
Part	n v
Source	HSK3 DC-E1-C-C30
Ranking	340
Example Chinese	上次测验很多同学被最佳多项式弄晕了一旦你们决定了多项式的度数和定义域这个多项式就将被用来最小化你的最大误差所以我们的目标是最小化P(x)减去f(x)的最大误差 f(x)是实际函数
Example English	Okay, most of you were lost on optimal polynomials on the last quiz, uh, so once you choose the degree and domain of the polynomial, the polynomial is chosen to minimize your worst-case error, so the goal here is to minimize the maximum probability of P(x)-f(x), where f(x) is the actual function here.
Example Pinyin	shàngcì cèyàn hěn duō tóngxué bèi zuìjiā duōxiàngshì nòng yūn le yīdàn nǐmen juédìng le duōxiàngshì de dùshu hé dìngyìyù zhège duōxiàngshì jiù jiāng bèi yònglái zuìxiǎohuà nǐ de zuì dà wùchā suǒyǐ wǒmen de mùbiāo shì zuìxiǎohuà P(x) jiǎnqù f(x) de zuì dà wùchā f(x) shì shíjì hánshù
Example Source	TV - Shameless Us - S06E01_0.27.34

De F(x Duōxiàngshì 决定 Juédìng Minimize Bèi Le