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R. Zito
[Guest] |
| | | | | | posted 9/7/2006 16:34 |   | | | | | | | | | Hi. I was wondering if someone could tell me the name of the family of mathematical functions that can describe growth or evolution. I am not talking about differential equations, which show the movement of a system, but equations that will dictate how great a specific system would learn? I would imagine that it would deal with some form of modelling, but I am not talking about statistics. The functions I am thinking of would be able to describe the evolution of a specific substance, in terms of intelligence and in complexity which would develop proportionately to each other. I would appreciate it if someone could tell me the area of mathematics that could help me out. Thanks!
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tkorrovi
[Guest] |
| | | | | | posted 9/7/2006 16:48 | | | | | | | | | | I would appreciate too, when there happens to be something so universal, that it can say something about the development of ADS-AC, a system, development of which is based on changing structure. Sure no mathematics can model every changing structure, but when there is something which enabe to compare several states, or something.
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