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MARKET EQUILIBRIUM, NUMERICAL ANALYSIS: An analysis of market equilibrium using a table of numbers that combines a demand schedule and a supply schedule. A numerical analysis of the market is used to ascertain information such as market equilibrium, equilibrium price, equilibrium quantity, shortage, and surplus. This is one of two basic methods of analyzing market equilibrium. The other is a graphical analysis using demand and supply curves.

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PRINCIPLE: A generally accepted, verified, fundamental law of nature. Principles have been tested and verified through the scientific method. As a house is constructed from concrete, lumber, and nails, a theory is constructed from principles. To be a fundamental law of nature, a principle must capture a cause-and-effect relationship about the workings of the world. One example might be something like, "people seek the greatest benefit at the lowest cost." The scientific method is essentially the process of building theories by identifying and verifying these fundamental laws of nature.

     See also | law | scientific method | science | hypothesis | theory | verification | law of increasing opportunity cost | law of demand | law of supply | law of diminishing marginal utility | law of diminishing marginal returns |


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HYPOTHESIS

A reasonable proposition about the workings of the world that is inspired or implied by a theory and which may or may not be true. A hypothesis is essentially a prediction made by a theory that can be compared with observations in the real world. A hypothesis usually takes the form: "If A, then also B." The essence of the scientific method is to test, or verify, hypotheses against real world data. If supported by data over and over again, a hypothesis becomes a principle.

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Today, you are likely to spend a great deal of time at a garage sale trying to buy either one of those memory foam pillows or a remote controlled train set. Be on the lookout for small children selling products door-to-door.
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Ragnar Frisch and Jan Tinbergen were the 1st Nobel Prize winners in Economics in 1969.
"Sometimes when you innovate, you make mistakes. It is best to admit them quickly and get on with improving your other innovations. "

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