On Counting Without Numbers
(Jul 30, 1997)
Most people think that if a person doesn't know numbers he
also doesn't know to count. That is false. On the other hand,
knowledge of numbers doesn't imply ability to count. The
number of elements in some sets are not finite. If they are
infinit the question is: How infinite are they? What to do?
Questions could be put very strangely. Imagine some
situations:
(look at the whole article)
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The Motion
(Sep 12, 1997)
Our physical space is at least four dimensional. There are three space coordinates and one
time coordinate. While every time coordinate is of the same structure, time is of another. In this
sense every discrete value of time coordinates characterize just one fixed configuration of
objects embedded to the space. These configurations are single states of the motion, that is
really understandable for us only through these fixed states. We know nothing more about the
motion. All other explanations have the model value only.
(look at the whole article)
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Fractals, Nature and the Lorenz Attractor
(Sep 12, 1997)
The structure of objects and the structure of the motion-process are describable
by the same tools: so called fractals. Now, we will not define the concept of fractals exactly but
show some examples to see what they look like.
(look at the whole article)
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