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COMPLEMENT-IN-PRODUCTION: One of two goods that are produced jointly using the same resource -- that is, the production of one good automatically triggers the production of the other. The terms "joint products" or "by-products" are two terms commonly used for complements-in-production. A complement-in-production is one of two alternatives falling within the other prices determinant of supply. The other is a substitute-in-production. An increase in the price of one complement-in-production causes a increase in supply of the other. Complements-in-production are goods produced jointly from the same resource or input. This typically happens when the resource in question has parts that can be separated into different products. One example is the production of two goods -- beef and leather -- from one resource -- cattle. Another complement in production example is lumber and sawdust, both produced from a single tree.
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UNEMPLOYED PERSONS People who are NOT actively engaged in the production of goods and services, but ARE actively seeking employment in the production of goods and services. This is one of three official categories used to classify individuals by the Bureau of Labor Statistics (BLS) based on information obtained from the Current Population Survey. The other two categories are employed persons and not in the labor force. The sum of employed persons and unemployed persons constitute the civilian labor force.
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GREEN LOGIGUIN [What's This?]
Today, you are likely to spend a great deal of time waiting for visits from door-to-door solicitors looking to buy either a weathervane with a chicken on top or a flower arrangement with daisies and carnations for your uncle. Be on the lookout for malfunctioning pocket calculators. Your Complete Scope
This isn't me! What am I?
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A lump of pure gold the size of a matchbox can be flattened into a sheet the size of a tennis court!
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"New ideas pass through three periods: - It can't be done. - It probably can be done, but it's not worth doing. - I knew it was a good idea all along!" -- Arthur C. Clarke
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NLREG Nonlinear Statistical Regression
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