The class of functions fulfilling the inequality $\Vert f(x+z)-f(x)-f(y+z)+f(y) \Vert \le \Vert x-y \Vert \omega (\Vert z \Vert )$

Ivo Vrkoč

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Displaying similar documents to “The class of functions fulfilling the inequality $∥ f (x + z) - f (x) - f (y + z) + f (y) ∥ \leq ∥ x - y ∥ ω (∥ z ∥)$ ”

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Displaying similar documents to “The class of functions fulfilling the inequality $∥ f (x + z) - f (x) - f (y + z) + f (y) ∥ \leq ∥ x - y ∥ ω (∥ z ∥)$ ”