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According to our optimization results, it is optimal to carry out the first thinning as an early energy wood harvest (Policy II) for initially dense stands.
Since football is highly competitive and the rewards for winning are great, teams should be doing what is optimal to win.
In its motion, the team said that the market is "optimal" to sell the rights to 150 games a year beyond 2013.
This is optimal to perform the thermographic measurements.
For sparse stands, it is optimal to follow conventional forest management regimes (Policy 0).
Therefore, we conclude that the solution given in (18) is optimal to problem (17).
This means it is optimal to communicate only in one direction to maximize the sum-rate.
In equilibrium agents consume all what they have since it is optimal to do that.
So in actually applications, it is optimal to let d = 1.
When (beta V< c), it is optimal to pay no dividends.
When (beta e^{x}< c), it is optimal to pay no dividends.
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CEO of Professional Science Editing for Scientists @ prosciediting.com