TO THE BIRDS OF FERMAN.
-We can�t measure the position of a particle without affecting its momentum.
-We can�t measure the momentum of a particle without affecting its position.
Solution given by these scientists: The situation, trajectory, speed and momentum of particles are uncertain.
But it could have other many solutions to the problem. For example:
1.- We measure the position first, and later on we can measure its momentum.
2.- Look for methods of measure that have non-interaction with particles. For example when measuring emissions of their electromagnetic waves, nmr etc. Or wait to invent better methods of real gauging.
Likewise we know the problem of the Schr�dinger cat, which gives us the same orientation of uncertainty.
Now well, with object of contradicting or differing of these scientists, I would like to give a simple example, exposing the solution that I suppose these scientists would give, as well as my own conclusions.
Let us suppose that a scientist lives near a lake and he see as every day flocks of birds go toward this lake.
Once wakened up his curiosity, the scientist decides to study the behaviour of these birds and, notebook in hand, leaves toward the lake to make notes about the life of these birds.
However when he comes closer to the lake, the birds see him and they escape frightened. There has not been luck and the scientist has not been able to observe anything, neither to take any note.
The following day in spite of taking more cautions, the same thing happens and the birds also escape without having been able to be observed by the scientist.
After repeating this circumstance successively, the scientist reaches the conclusion that he won't be able to observe the behaviour of the birds. And as he is a good mathematician, he decides to invent a formula of uncertainty on the behaviour of the birds, reaching the following conclusions:
--A high percentage of probabilities that the birds go to the lake to drink exists.
--A high percentage that they go to feed also exists.
--A smaller probability that they go to take a bath exists.
--Few possibilities that they go for swimming exist.
--Several possibilities that they go to get pair exist.
--etc. etc.
With all these data our scientist reaches a final conclusion: The behaviour of birds is completely uncertain. And subsequently invent a formula or Principle of Uncertainty for the behaviour of all the birds.
However, years later, somebody provides him of a video camera, which is able to hide near the lake and to record the supposed uncertain behaviour of birds.
The visualization is simple: The birds arrive at the lake, subsequently they settle in the bank, after they walk entering in the water, later they drink till to be satiated, then they take a bath and finally they take the flight again.
So, this proof demonstrated that their behaviour is real, certain, simple and predictable.
Then, where the uncertainty was? In the scientist's mind, of course.
Because well, let us wait that that �video camera� is invented soon, and so that, to check and to understand the movement, trajectory, speed and momentum of the subatomic particles will be able.
For example, my cosmic theories -if they are correct - can solve these problems since studying the elements of our solar system and to apply the relationship coefficients with regard to our atoms, we can get the correct results.
>>This study on uncertainty is also related with the CHAOS topic.