In my computations, it will be great to find this form of inequality : Find a function F such that :
$\vert x_{1}x_{2}\vert ^{-\alpha} \leq F(x_{1}-x_{2})$
with $\alpha \geq 1$
Any ideas?
Thank you
In my computations, it will be great to find this form of inequality : Find a function F such that :
$\vert x_{1}x_{2}\vert ^{-\alpha} \leq F(x_{1}-x_{2})$
with $\alpha \geq 1$
Any ideas?
Thank you
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