Null space

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在2008年1月9日 (三) 11:27所做的修訂版本 (編輯) Itchen (對話 | 貢獻) (新頁面: Let V and W be vector spaces, and let T:V->W be linear. We define the null space (or kernel) N(T) of T to be the set of all vectors x in V such that T(x) =0; that is N(T) = {x belong...) ←上一個		當前修訂版本 (2008年2月22日 (五) 17:55) (編輯) (撤銷) Itchen (對話 | 貢獻)
第3行：		第3行：
	We define the null space (or kernel) N(T) of T to be the set of all vectors x in V such that T(x) =0;		We define the null space (or kernel) N(T) of T to be the set of all vectors x in V such that T(x) =0;
-	that is N(T) = {x belong to V: T(x) = 0}	+
		+	that is N(T) = {x belong to V: T(x) = 0} 
		+	[[Category:Linear Algebra]]

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當前修訂版本

Let V and W be vector spaces, and let T:V->W be linear.

We define the null space (or kernel) N(T) of T to be the set of all vectors x in V such that T(x) =0;

that is N(T) = {x belong to V: T(x) = 0}