3. Prove that the triangle axiom from the defination for Q morm is equivalent with Convexity...
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3. Prove that the triangle axiom from the defination for Q morm is equivalent with Convexity of the unit ball. Move a linear on which is given function P: X→ [0,00) the Closed Precisely, if X is Space a with the properties: P(x)=0 <=> x=0 3. Prove that the triangle axiom from the defination for Q morm is equivalent with Convexity of the unit ball. Move a linear on which is given function P: X→ [0,00) the Closed Precisely, if X is Space a with the properties: P(x)=0 <=> x=0
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