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Then from the multiplicative concavity of we clearly see that (2.8).
Similar(59)
For the Schur multiplicative convexity or concavity of, we have the following theorem.
Its configuration is related to soil type, particularly in the down suction, or concavity, of its lower surface.
which contradicts the concavity of.
By the concavity of, (2.4).
Let be the modulus of concavity of.
For, the concavity of implies that for.
It follows from the concavity of that.
By concavity of and, it implies that.
By the concavity of, we know that,.
Moreover, the concavity of the profit function is revealed.
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