N
newtonian
Guest
On the Science channel in about 15 minutes and to repeat into tomorrow is a program entitled "The Hawking Paradox."<br /><br />Therein is a difference between Hawking, who states information is lost in a black hole, and Susskind who states that information is converted to 2d (from 3-d) on the surface of the event horizon in a black hole - and finally a suggestion by Hawking that there are parallel universes without black holes where information is not lost.<br /><br />I have a number of questions on this:<br /><br />1. How is information defined? I am familiar with the difference between informational molecules, which have informational coding or sequences, and mere statistical molecules which do not contain significant information - i.e. enough information to be useful to life - but this is evidently not what is being discussed by the physicists.<br /><br />Susskind, for example, believes that while information can be scrambled, it can never be lost.<br /><br />The definition of information I am familiar would be lost by scrambling, i.e. by chance. But whatever definition Suskind is using must be different.<br /><br />What definition are they using?<br /><br />2. What happens to matter in a black hole? <br /><br />Susskind, and others, note that there are two answers - and both may be right: either whatever goes into a black hole is lost as viewed from our reference point; or whatever goes into a black hole remains from the viewpoint of one who enters a black hole.<br /><br />I feel that while what happens appears different from the two very variant reference points, nevertheless only one thing is actually hapenning - in other words, while appearances may be deceiving, truth is real.<br /><br />And I am not meaning to delve into philosophy here - I am talking about physical reality as determined by observations and logical deduction including extrapolation, provided the latter is valid in such extreme changed circumstances.<br /><br />3. Do the laws of physics break down in a blac