25.08.2015 Views

In the Beginning was Information

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Q5: Is it information when I am both sender and recipient at <strong>the</strong>same time? For example, when I shout in a valley and hear <strong>the</strong>echo.A5: This is not a planned case of information transfer, but <strong>the</strong>reare situations like writing a note to oneself or entries in a diary.Q6: Is a photograph information according to your definition?A6: No! Although <strong>the</strong> substitutionary function (Chapter 5) is present,<strong>the</strong>re is no agreed-on code.Q7: Does information originate when lottery numbers are drawn?If so, <strong>the</strong>n that could be regarded as information arising fromchance.A7: The information resides in <strong>the</strong> rules of <strong>the</strong> game; <strong>the</strong>y comprisea fixed strategy which includes apobetics, namely to win. Theactual drawing of numbers is a random process involving directobservation of reality, and according to <strong>the</strong> <strong>the</strong>orems in Chapter 5,we are thus outside <strong>the</strong> domain of <strong>the</strong> definition of information.But we do have information when <strong>the</strong> results of <strong>the</strong> draw are communicatedorally or in writing.Q8: Is <strong>the</strong>re a conservation law for information similar to <strong>the</strong> conservationof energy?A8: No! <strong>In</strong>formation written with chalk on a blackboard, may beerased. A manuscript for a book with many new ideas writtenpainstakingly over several years, will be irrevocably lost whensomeone throws it in <strong>the</strong> fire. When a computer disk containing avoluminous text is formatted, all <strong>the</strong> information is also lost. On<strong>the</strong> o<strong>the</strong>r hand, new information can be created continuously bymeans of mental processes (<strong>the</strong>orem 30).Q9: Does information have anything to do with entropy as statedin <strong>the</strong> second law of <strong>the</strong>rmodynamics?A9: No! The second law of <strong>the</strong>rmodynamics is only valid for <strong>the</strong>world of matter (<strong>the</strong> lower level in Figure 14), but information is amental entity (Theorem 15). There is, however, a concept on <strong>the</strong>statistical level of Shannon’s information, which is called entropy(see Appendix A1.1). But this is something completely differentfrom what is known as entropy in physics. It is unfortunate thattwo such different phenomena have <strong>the</strong> same name.125

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