齐次函数 Homogeneous function

（重定向自Homogenous function）

在数学中，齐次函数是一个有倍数性质的函数：如果变数乘以一个系数，则新函数会是原函数再乘上系数的某次方倍。

单词	Homogenous function
释义	Homogenous function 中文百科齐次函数 Homogeneous function （重定向自Homogenous function）在数学中，齐次函数是一个有倍数性质的函数：如果变数乘以一个系数，则新函数会是原函数再乘上系数的某次方倍。英语百科 Homogeneous function 齐次函数（重定向自Homogenous function） In mathematics, a homogeneous function is a function which satisfies the condition $f(tx,ty)=t^nf(x,y)$ , for some integer $n$ . It can also be described as a function with multiplicative scaling behaviour: if the argument is multiplied by a factor, then the result is multiplied by some power of this factor. More precisely, if ƒ : V → W is a function between two vector spaces over a field F, and k is an integer, then ƒ is said to be homogeneous of degree k if
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Homogenous function