Definition:Compact Linear Transformation/Normed Vector Space

Definition
Let $\struct {X, \norm \cdot_X}$ and $\struct {Y, \norm \cdot_Y}$ be normed vector spaces.

Let $T : X \to Y$ be a linear transformation.

Also see

 * Equivalence of Definitions of Compact Linear Transformation on Normed Vector Space
 * Definition:Compact Linear Operator on Normed Vector Space