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TERM LIMITS: A policy designed in part to address the public sector efficiency created by re-election seeking political leaders by limiting the amount of time politicians can hold elected office ONLY. Once the limit has been reached, the politician can serve no more... in that particular office. The goal of term limits is to prevent political leaders from spending excessive effort seeking re-election and pursuing policies that appease only the special interest groups that might ensure re-election. The U.S. Presidency has had term limits in place for decades and a number of state and local offices also operate with term limits. Unfortunately term limit restrict voter choices. Perhaps the current office holder actually is the best person for the job and the one preferred by the voters. This matters not. Someone else will be elected. In addition, placing term limits on one office doesn't prevent the politician from seeking election to another office, and in so doing, curry the favor of the same special interest groups.
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AVERAGE-MARGINAL RELATION A mathematical connection between a marginal value and the corresponding average value stating that the change in the average value depends on a comparison between the average and the marginal. This mathematical relation between average and marginal surfaces throughout the study of economics, especially production (average product and marginal product), cost (average total cost and marginal cost), and revenue (average revenue and marginal revenue). A similar relation is that between a total value and the corresponding marginal value.
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PURPLE SMARPHIN [What's This?]
Today, you are likely to spend a great deal of time wandering around the downtown area seeking to buy either a genuine down-filled snow parka or throw pillows for your living room sofa. Be on the lookout for slightly overweight pizza delivery guys. Your Complete Scope
This isn't me! What am I?
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The standard "debt" notation I.O.U. does not mean "I owe you," but actually stands for "I owe unto..."
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"Progress always involves risk. You can't steal second base and keep your foot on first. " -- Frederick B. Wilcox
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ARCH Autoregressive Conditional Heteroskedasticity
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