| 释义 |
best quadratic unbiased estimator
- 二次方程式èr cì fāng chéng shì
quadratic
- 持平chí píng
unbiased; fair; impartial; just
- 境遇的jìng yù de
bested
- 二次的èr cì de
quadratic, quadric
- 评价者píng jià zhě
estimator, valuator, valuer
- 不力bú lì
not do one's best
- 力求lì qiú
do one's best, strive
- 最好的人zuì hǎo de rén
best
- 二次方程èr cì fāng chéng
quadratic equation
- 没有偏见的méi yǒu piān jiàn de
unbiased
- 尽最大的努力jìn zuì dà de nǔ lì
do one's best
- 估价师gū jià shī
valuer; appraiser; estimator; quantity surveyor
- 不偏不倚bú piān bú yǐ
even-handed, impartial, unbiased
- 谠dǎng
(of advice or comment) honest; unbiased
- 二次方程式论èr cì fāng chéng shì lùn
quadratics
- 尽最大努力jìn zuì dà nǔ lì
as best as one can; give one's best; try one's utmost
- 最zuì
best of all; furthest; most; -est; best
- 竭尽绵力jié jìn mián lì
do one's best to; do one's utmost
- 力lì
force; strength; puissance; all one's best; power
- 随遇而安suí yù ér ān
make the best of things
- 臻于至善zhēn yú zhì shàn
be at one's best
- 处在最好状态chù zài zuì hǎo zhuàng tài
at one's best
- 处在最佳状态chù zài zuì jiā zhuàng tài
at one's best
- 尽快走jìn kuài zǒu
make the best of one's way
- 两全其美liǎng quán qí měi
make the best of both worlds
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