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Epsilon
  • Member for 7 years, 9 months
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Upper bound of $\frac{\sum_i c_ia_ie_i}{\sum_i d_ib_if_i}$?
What about if adding the constraints $\frac{a_i}{b_i} \le \xi_i$ and $\frac{e_i}{f_i}\le \eta_i$?
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Upper bound of $\frac{\sum_i c_ia_ie_i}{\sum_i d_ib_if_i}$?
Thank you very much. I have spent several days to treat the problem. Your counterexample lets me not to waste further time about it. Now, I'm considering give the problem other constraints to bound it.
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The geometric explanation of **isotropic position**
Can you give some concrete examples about convex bodies and their isotropic positions? Such as, a sphere, a ellipsoid or a prism? Thank you!
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