By Ali Sanayei, Otto E. Rössler
This attention-grabbing publication written by way of Ali Sanayei and Otto E. Rössler isn't really a vintage medical book, yet a shiny discussion on technology, philosophy and the interdisciplinary intersections of technological know-how and know-how with biographic components. Chaotic concord: A conversation approximately Physics, Complexity and Life represents a dialogue among Otto Rössler and his colleague and scholar, targeting different components of technology and highlights their mutual family members. The book's notion of interdisciplinary discussion is rare these days even though it has a protracted culture in technology. It offers perception not just into attention-grabbing issues which are frequently heavily associated, but in addition into the brain of a admired scientist within the box of physics, chaos and complexity in most cases. It permits a deep look at the interesting technique of clinical improvement and discovery and gives a truly attention-grabbing historical past of recognized and unknown evidence within the components of complicated tactics in physics, cosmology, biology, brains and platforms normally. This e-book should be invaluable to all who're attracted to technology, its evolution and in an unconventional and unique test matters. absolutely it could function an proposal for college students, explaining the customarily missed undeniable fact that technology and philosophy enhance every one other.
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Additional resources for Chaotic Harmony: A Dialog about Physics, Complexity and Life
The fractal dimension is not an integer? The fractal dimension can be calculated mathematically. ’’ I forgot who first invented this notion; Benoit has the history in his book. A superhuman accomplishment. The fractal dimensionality is maximally easy to calculate. If we go to hyperchaos, we have a fractal geometry. Is there a fractal state space? What do you mean by saying a chaotic attractor is fractal? The state space is usually continuous. I wonder whether anyone ever looked at a fractal state space—this would be a new question that is related to work done by Mohamed ElNaschie.
How did you arrive at hyperchaos? You already told us that it took two more years. Was the word ‘‘hyperchaos’’ created by you? It is courtesy of Paul Rapp. When he visited me in Tübingen in late 1976, I told him that I planned to find the next higher level of complexity in 4-dimensional rather than 3-dimensional systems and I asked him whether I should, in case I succeeded call it superchaos or hyperchaos. Paul convinced me that the latter term is much better. You mentioned already the theory of fractals.
One of the earliest ideas I had was that I thought of my nose and of a rope being wrapped around my nose thereby coming closer to the tip with diminishing loop size, and that then this rope was losing hold at the tip, falling off and coming back up again towards the nose’s base in a loop to be wrapped around again. I predicted that when I would try to implement a motion like this, it may be non-periodic and chaotic. 25 years later Normann Kleiner did an experiment with fluids which turned out to be chaotic and in addition, when we investigated the attractor, had exactly this rope-around-the-nose like shape.
Chaotic Harmony: A Dialog about Physics, Complexity and Life by Ali Sanayei, Otto E. Rössler