Let X, Y, Z be linear spaces endowed with the norms ||1|| , ||.|y and...
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Let X, Y, Z be linear spaces endowed with the norms ||1|| , ||.|y and ||-||z, respectively. For linear operators A : X Y and B : X Z, we say that B is relatively bounded with respect to A (or B is A-bounded) if there erist nonnegative constants ki and k2 satisfying || B(2)||2
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