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Since string defines a data type, it is possible to create containers that hold objects of type string. For example, here is a better way to write the dictionary program shown earlier: Let s examine this program closely. First, an event handler delegate called MyEventHandler is defined. Next, the class MyEvent is declared. It begins by defining a three-element array of event handlers called evnt, as shown here: Alternative Protocol Stacks
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Now you will see why our new definition of logarithm is so convenient. If we want to differentiate the logarithm function, we can apply the Fundamental Theorem of Calculus: d d ln x = dx dx Let f be the function which assigns to each working adult American his or her Social Security Number (a 9-digit string of integers). Let g be the function which assigns to each working adult American his or her age in years (an integer between 0 and 150). Both functions have the same domain, and both take values in the nonnegative integers. But there is a fundamental difference between f and g. If you are given a Social Security number, then you can determine the person to whom it belongs. There will be one and only one person with that number. But if you are given a number between 0 and 150, then there will probably be millions of people with that age. You cannot identify a person by his/her age. In summary, if you know g(x) then you generally cannot determine what x is. But if you know f (x) then you can determine what (or who) x is. This leads to the main idea of this subsection. Let f : S T be a function. We say that f has an inverse (is invertible) if there is a function f 1 : T S such that (f f 1 )(t) = t for all t T and (f 1 f )(s) = s for all s S. Notice that the symbol f 1 denotes a new function which we call the inverse of f . Basic Rule for Finding Inverses To nd the inverse of a function f , we solve the equation (f f 1 )(t) = t for the function f 1 (t). EXAMPLE 1.40
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