Otto E. Rossler

Otto E. Rossler
University of Tuebingen | EKU Tübingen · Faculty of Science

Dr. med., Dr. rer. nat. habil. professor

About

308
Publications
117,978
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8,424
Citations
Citations since 2016
38 Research Items
2573 Citations
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Introduction
Four big projects: (1) Brain equation (since 1974); smile theory (2) Cryodynamics, sister to thermodynamics within deterministic Stat. Mech. It rehabilitates Zwicky 1929 and enables controllable continuous plasma fusion (cheap energy for all). 10.07.2020 (3) Global-c general relativity. It follows from an improved understanding of the Einstein equivalence principle of 1907 and upsets the safety to earth of the LHC experiment at CERN as no one can deny. It likewise rules out the Big Bang.
Additional affiliations
March 2017 - April 2017
University of the Arts
Position
  • Lecturer
Description
  • Course on Philosophy
May 2016 - June 2016
University of the Arts
Position
  • Lecturer
Description
  • Course on Philosophy
May 2015 - June 2015
University of the Arts
Position
  • Lecturer
Description
  • Course on Philosophy
Education
- January 1973
University of Tübingen
Field of study
  • Theoretical Biochemistry
April 1959 - January 1966
University of Tübingen
Field of study
  • Medicine

Publications

Publications (308)
Cover Page
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This issue is dedicated to the memory of Prof. Tenreiro Machado. https://dergipark.org.tr/en/pub/chaos/issue/64884
Cover Page
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Chaos Theory and Applications (March 2022 - Volume 4 - Issue 1) https://dergipark.org.tr/en/pub/chaos/issue/63571 ----------- 1) Jun MA. "Chaos Theory and Applications:The Physical Evidence, Mechanism are Important in Chaotic Systems. " 2) Burak ARICIOĞLU, Sezgin KAÇAR. "Circuit Implementation and PRNG Applications of Time Delayed Lorenz System....
Article
Characterizing accurately chaotic behaviors is not a trivial problem and must allow to determine the properties that two given chaotic invariant sets share or not. The underlying problem is the classification of chaotic regimes, and their labeling. Addressing these problems corresponds to the development of a dynamical taxonomy, exhibiting the key...
Cover Page
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Chaos Theory and Applications (November 2021 - Volume 3 - Issue 2) https://dergipark.org.tr/en/pub/chaos/issue/58077
Preprint
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Characterizing accurately chaotic behaviors is not a trivial problem and must allow to determine what are the properties that two given chaotic invariant sets share or not. The underlying problem is the classification of chaotic regimes, and their labelling. Addressing these problems correspond to the development of a dynamical taxonomy, exhibiting...
Cover Page
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Chaos Theory and Applications (June 2021 - Volume 3 - Issue 1) https://dergipark.org.tr/tr/pub/chaos/issue/56378
Article
Writing a history of a scientific theory is always difficult because it requires to focus on some key contributors and to “reconstruct” some supposed influences. In the 1970s, a new way of performing science under the name “chaos” emerged, combining the mathematics from the nonlinear dynamical systems theory and numerical simulations. To provide a...
Cover Page
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https://dergipark.org.tr/en/pub/chaos ----- https://www.researchgate.net/project/Chaos-Theory-and-Applications-CHTA
Presentation
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Update on the 1974 paper containing the first and the 1981 paper containing the second description of the brain equation.
Chapter
The design principle underlying Fig. 1.1 is easy to interpret in terms of realistic systems. The principle reads: ‘combine an oscillator with a switch and you are likely to obtain’.
Chapter
Simple systems can produce complicated behavior. The reason lies in the structure of space and time. Simple ‘weaving rules’ suffice to determine very complicated motions.
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The phenomenon of turbulence is, in a sense, too beautiful to be explained. It not only has infinite complexity—which is something we are accustomed to by now—but is non-repetitive in a much more creative way: it ‘draws’ a whole new flow pattern all the time.
Chapter
If the presumable chaotic regime is low-dimensional and simple, the easiest thing to do is to prepare a next-amplitude map or some other one-dimensional projection of a cross section.
Chapter
If complicated motions indeed occur so easily as has been suggest above, chaos should be among the ubiquitous phenomena of the world. This hypothesis seems not at variance with reality. To start out with a ‘far-fetched’ example, nonperiodically oscillating astronomical objects might be mentioned. Here the class of Cepheid pulsating stars is especia...
Chapter
Lefschetz once remarked that Poincaré, after having discovered the possibility of homoclinic points, was well aware that from now on, the majority of simple dynamical systems could be expected to show the same complexity of behavior [1].
Chapter
So far, a single design principle has proved sufficient to generate a whole world of nontrivial flows in three and higher dimensions. The resulting limiting equations appeared rather ‘robust’ in the sense that the limiting parameter \(\varepsilon \) could be increased from zero up to the order of unity (cf. Eq. ( 2.2)); and also in view of the fact...
Chapter
As mentioned at the beginning, the reinjection is not confined to planar sub-systems. Reinjection processes between three-dimensional sub-systems, initiated along two-dimensional cross sections, are still quite easy to conceptualize and to generalize.
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The oldest example of complicated behavior found in an unconstrained (non-conservative) dynamical system is, as mentioned in the Introduction, that found in the periodically forced van der Pol oscillator [1]. Cartwright and Littlewood’s results were based on painstaking analytical arguments (see the elaboration in [2]). Is it, at the same time, als...
Chapter
Chaotic systems produce a characteristic noise, as described in Sect. 10.6. Does it suffice to diagnose chaos and, perhaps, also its higher forms?
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Anaxagoras (see Introduction) inaugurated the philosophical hypothesis that a perfect mixture, existing since eons, could be unmixed. By adding the word ‘again’, we arrive at a mathematical version of the same conjecture. The deterministic maps of the preceding two sections are candidates examples. Even in its mathematical version, the conjecture h...
Chapter
It would be astonishing if the just described ‘royal way’ to chaos was the only one. And it would also be astonishing if the next alternative—Lorenzian chaos—would not at the same time reveal a second principle — a whole second world.
Book
Written in the 1980s by one of the fathers of chaos theory, Otto E. Rössler, the manuscript presented in this volume eventually never got published. Almost 40 years later, it remains astonishingly at the forefront of knowledge about chaos theory and many of the examples discussed have never been published elsewhere. The manuscript has now been edi...
Preprint
Full-text available
The paper is a translation into English of a paper first published in German on the website of a newspaper. see: https://www.researchgate.net/post/Otto_E_Rossler_in_interview_with_an_anonymous_Interrogator --------------------------------------------------------------------------------------------------------------- https://www.tagblatt.de/Nachric...
Chapter
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The equivalence principle, Einstein's deepest thought from 1907, is based exclusively on specialrelativity with its global c. Yet Einstein reluctantly deduced from it as a formal implication that the speed of light c in the vacuum is reduced downstairs in his constantly accelerating long rocketship in outer space, and hence also in gravitation. Bec...
Conference Paper
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Einstein's miraculous brainchild of the twins paradox is still worthy of consideration in the special context of gravitation. As shown in Kip Thorne et al.'s blockbuster movie "Interstellar," an astronaut who for a while has dwelt more or less deep down in the gravitational trough of a black hole can upon return be younger than his own daughter. Th...
Chapter
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The basic laws of deterministic many-body systems are summarized in the footsteps of the deterministic approach pioneered by Yakov Sinai. Two fundamental cases, repulsive and attractive, are distinguished. To facilitate comparison, long-range potentials are assumed both in the repulsive case and in the new attractive case. In Part I, thermodynamics...
Article
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Model validation from experimental data is an important and not trivial topic which is too often reduced to a simple visual inspection of the state portrait spanned by the variables of the system. Synchronization was suggested as a possible technique for model validation. By means of a topological analysis, we revisited this concept with the help o...
Article
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background. An intuitive description of the sudden transition of an autonomous optimizer with cognition into an “other-centered” mode of functioning is offered. This “bifurcation” is highly nontrivial. It presupposes a specific rewardability of the individual by the displayed joyfulness of the interaction partner. This is the case if the momentaril...
Article
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Abstract—The functional difference between human beings and animals is that human beings do normally become persons at a young age (about 1 ½ years old). So far, no animal has become a person. A recipe to change this was recently offered. Only if the new person is treated with the greatest affection can this experiment be ethically justified. Her h...
Data
The temporal diagram of light rays going up and down between mirrors is the “WM diagram” presented in 1998 under the title "Gravitational slowing-down of clocks implies proportional size increase." Almost two decades later, the diagram could be completed to include not only time but also space. The crossing letter M-like and letter W-like zigzags o...
Conference Paper
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The theory of the famous Oppenheimer-Snyder paper of 1939 is re-told and put into perspective
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The answer reads: “of course it can.” The experiment in question produces the hottest resident spot in the Universe down on earth. This fact, realized by the “LHC” experiment of CERN, is being withheld from the NSA by CERN. On the other hand, the appealing label used publicly by CERN – “pulling the Big Bang down onto earth” or more briefly “Big-Ban...
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https://www.sjpub.org/sjp/sjp-287.pdf
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The journal kindly invited me to offer a contribution after another clinical journal had solicited a paper on autism. Author was allowed to use the occasion to give more background information. This time around, author does not quote the grandmasters of the past like Rene Spitz and Mary Ainsworth but rather only describe the conditions under which...
Article
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http://www.ptep-online.com/index_files/2015/PP-43-09.PDF
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contents freely available at http://www.hindawi.com/journals/tswj/si/845212/
Article
Deterministic antidissipation is a new numerical observation made by using an advanced symplectic integration algorithm in long-term simulations of a Hamiltonian system . Two frictionless particles of unequal mass and kinetic energy were subjected to Newtonian-type interaction in a T-tube configuration; first under Newtonian repulsion , then under...
Article
One of the editors of this book suggested including this true story about which I learned from my friend Konrad Zacharias Lorenz in 1966.
Article
Forty years ago a causal therapy of autism was offered which has never been tried out by the therapeutic profession. It predictably is so effective that even members of other mirror-competent bonding species can be healed from their "physiological autism." Niklas Luhmann belonged to the therapy's supporters and Leo Szilard had anticipated it in fic...
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The Einstein-Bell-Feingold experiment is reviewed and put into a 2 ½ millennia old context. There are only months to go until the experiment will be accomplished by ESA following 14 years of preparation. This “relativistic Bell experiment” is arguably the most important one of history. The riddle of the “assignment conditions” which complement the...
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An informal attempt is made to convey the essence of a causal understanding of autism that was reached under the influence of my three great teachers, Konrad Lorenz, Gregory Bateson and Robert Rosen. Especially Gregory Bateson understood every detail. He was the father of the double-bind theory, an interactional trap that anyone can fall into as a...
Conference Paper
Full-text available
https://link.springer.com/chapter/10.1007/978-3-319-64334-2_30 ------------------------------------------------------------------------------------------------------------------------------------- The basic laws of deterministic many-body systems are summarized in the footsteps of the deterministic approach pioneered by Yakov Sinai. Two fundamenta...
Book
The book you hold in your hands is the outcome of the “2014 Interdisciplinary Symposium on Complex Systems” held in the historical city of Florence. The book consists of 37 chapters from 4 areas of Physical Modeling of Complex Systems, Evolutionary Computations, Complex Biological Systems and Complex Networks. All 4 parts contain contributions that...
Article
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http://eujournal.org/index.php/esj/article/view/4589/4360
Conference Paper
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Two building blocks valid in two unrelated physical disciplines, statistical mechanics and general relativity, respectively, have convergent implications for cosmology. Firstly, cryodynamics – the recent new sister discipline to thermodynamics which applies to gases that are made up from mutually attractive rather than repulsive particles – is anti...
Chapter
The present list was compiled by a “specialist for non-specialization” who owes his scientific identity to the masters of three disciplines: physicist Carl-Friedrich von Weizsäcker, biologist Konrad Lorenz and mathematician Bob Rosen. With the in retrospect best findings compressed into a line or two, the synopsis brings hidden patterns to the fore...
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You are around 50 years old in our story. Maybe it is a good idea to talk in this session and perhaps in two sessions about the connection between cosmology and your ideas?
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In the previous session, we talked about evolution. Another subject with the potential for one or two sessions is symmetry. Let us talk about symmetry in nature, symmetry in mathematics and symmetry in physical laws. At first, let me ask you: How do you define symmetry? And secondly, what are your thoughts on symmetry in physical laws? Can you, ple...
Chapter
We start the fourth session of recording the scientific autobiography. You now have received a conference folder which contained among others the Edward Lorenz paper of 1963. Next, I would like to learn how you proceeded in the chaos field, especially: how you created the chaos attractor, and how did your ideas and insights arise?
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In the previous session we talked about endophysics. Now I want to continue with this topic by asking the question; what is Everett’s main idea, and what is the relation between your own idea of endophysics and that of Everett?
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My first question: When did you first encounter the philosophy of science? When was that important point in your life?
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In our new session we are going to talk about cryodynamics. Let me start with statistical mechanics. We have some postulates or axioms in thermodynamics, calling them “first law,” “second law,” “third law” and even “zeroth law.” Altogether we have four laws that we can call axioms, but some of them can apparently be derived from one of the others.
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A new session. We again want to talk about cryodynamics, but this time on its applications. We talked about the theory in two previous sessions. My question is as follows; what is the application of cryodynamics to cosmology? What are the new results that we arrive at?
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In this session I would like to come back to cryodynamics again. Let me ask you to explain it from the basis of the T-tube model, its structure and conception. In addition, I plan to ask you one question; I saw a paper outside physics of 2008 by Professor Zadeh, titled “Is there a need for fuzzy logic?” After more than 40 years of work he confronte...
Chapter
In this session we want to consider the subject of human language. There are different viewpoints on the evolution of language held by philosophers, but I want to look at human languages from a dynamical-systems point of view. Before concentrating on language as a dynamical system, I would like to ask you; how do you look at the history and evoluti...
Chapter
In today’s discussion I would like to address some fundamental questions. We have the famous list of the 23 Hilbert problems, some of which have been solved, some incompletely solved, some of which are still open problems, and some have been considered to be very vague. The “sixth Hilbert problem” was proposed belatedly at the end of the 1930s. Thi...
Chapter
The concept of spin is important in quantum mechanics. Do you think quantum mechanics can present a complete explanation for it? Does this concept have a correspondence in classical physics as well? How do you explain it? In quantum mechanics, it is somehow explained with Planck’s constant. What is your explanation of the spin?
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In this session I would like to ask a somewhat different question. It actually is motivated by Einstein. Can one expect a good influence of religion on the study of physics and its progress? Often one finds the opposite opinion among physicists—that as soon as we have progress in physics we do not need religion anymore. Some go as far as to say tha...
Chapter
The brain equation is a solution to the “second survival problem.” The latter is called “positional adaptation.” It unlike Darwin’s first (“metabolic adaptation”) is history-independent. As such it is mathematically well posed. The equation applies to all life forms in the cosmos that live in a structured environment in which survival depends on po...
Chapter
Let us try to explain how the universe evolved. After our talking about biological evolution, let me ask, can we speak of a Darwinian dynamics in cosmology?
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Let us continue with the scientific biographical interview. Now you are between 45 and 50 years old. Let us start out with the meaning of infinity in mathematics and physics.What is the meaning of infinity in nature?
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Let us discuss a new topic. In Chap. 9 we talked about cosmology and the Olemach theorem. Now I would like to propose a combined question; can one think about evolution from a dynamical-systems point of view?
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Last time we talked about chaos and hyperchaos, while you were around 38, let us continue from this age.
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In this session let us conclude the previous 24 sessions with the following question. You have worked and commented on a lot of topics in our previous interviews; do you consider the whole field to be rational, or are there some totally open things that need explanation, too? What is the meaning of rationalism in science?
Chapter
In this session we decided to talk about some special names in physics. We could start with Newton, but let us start out with Einstein. People love to know more about him. I am sure you studied a lot regarding his life, his chapters and maybe his errors, if any. You can start from whatever point you wish. Maybe it is better if you mix both the scie...
Chapter
In this session we will change the subject and come back to more fundamental questions in physics. The main subject I propose to talk about is the many body problem. As a first step, let me ask you; what is a two-body system? What are the special points? And if you like, we can then add a further body and discuss the phenomena characteristic of thr...
Chapter
You are now 26 years old. Our last point was that you lost your position at Max Planck because your stipend had finished. Now, please, continue: What happened after that?
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We enter the third session. You are now 35 years old and you just obtained a special folder from the United States that contained several papers on chaos, one of which was the Ed Lorenz paper
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We talked on cosmology in Chap. 8 and I suggest we continue a little more. I would like to ask you, what are your ideas about the speed of light, about relativity theory, and what are your new contributions to these topics? Which insights do you consider important and what are the implications regarding cosmology?
Chapter
There is a paper by Jim Yorke . He tried to find a mathematical model of the taffy pulling machines as a chaotic system. I am interested in your ideas concerning taffy as an example of chaos. Can we see hyperchaos in this example? And what is the importance of this physical model? Is it only a plaything or does it have consequences in chaos theory?
Chapter
We already talked about the brain equation in detail, and we made the connection to dynamical systems and biology. It may be a good idea to talk about intelligences. What is human intelligence? And what about intelligence in animals? What does it mean if one animal is smarter than another? Can you make a link between the brain equation and this top...
Article
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Dear Mr. President, dear Research Council Board Members: Allow me to ask your help and support for a “European Institute for Cryodynamics and Its applications” to be established at Tübingen where I teach.
Book
The book you hold in your hands is the outcome of the "ISCS 2013: Interdisciplinary Symposium on Complex Systems" held at the historical capital of Bohemia as a continuation of our series of symposia in the science of complex systems. Prague, one of the most beautiful European cities, has its own beautiful genius loci. Here, a great number of impor...
Book
The prediction of behavior of complex systems, analysis and modeling of its structure is a vitally important problem in engineering, economy and generally in science today. Examples of such systems can be seen in the world around us (including our bodies) and of course in almost every scientific discipline including such “exotic” domains as the ear...
Book
This book is based on the outcome of the “2012 Interdisciplinary Symposium on Complex Systems” held at the island of Kos. The book consists of 12 selected papers of the symposium starting with a comprehensive overview and classification of complexity problems, continuing by chapters about complexity, its observation, modeling and its applications t...
Article
An enriched analysis of the first steps into “chemical chaos” as tried under the influence of Winfree in 1975 is presented. This retrospective provides a bridge to the more mathematical context of the paper that follows in this collection of modern topological approaches to chaos.
Chapter
On the occasion of Leon Chuas 75th birthday, we offer some new simulations and musings on toroidal chaos. © 2013 by World Scientific Publishing Co. Pte. Ltd. All rights reserved.
Book
Full-text available
This book is based on the outcome of the "2012 Interdisciplinary Symposium on Complex Systems" held at the island of Kos. The book consists of 12 selected papers of the symposium starting with a comprehensive overview and classification of complexity problems, continuing by chapters about complexity, its observation, modeling and its applications t...
Book
Prediction of behavior of the dynamical systems, analysis and modeling of its structure is vitally important problem in engineering, economy and science today. Examples of such systems can be seenin the world around us and of course in almost every scientific discipline including such exotic domains like the earths atmosphere, turbulent fluids, eco...
Book
This proceeding book of Nostradamus conference (http://nostradamus-conference.org) contains accepted papers presented at this event in 2012. Nostradamus conference was held in the one of the biggest and historic city of Ostrava (the Czech Republic, http://www.ostrava.cz/en), in September 2012. Conference topics are focused on classical as well as m...
Article
In a recent numerical experiment, the previously conjectured new fundamental physical discipline of cryodynamics, sister discipline to thermodynamics, was tentatively confirmed. Cryodynamics governs the statistical hyperchaotic behavior of attractively interacting particles. A terrestrial example is a hot plasma. The predicted phenomenon of paradox...
Article
An optimistic scenario is sketched which only at first sight appears unrealistic. The ingredients go back to the names of Zwicky and Chandrasekhar. Thermodynamics is not the only basis on which to build macroscopic machines. The recently described sister discipline of cryodynamics is characterized by a decrease in entropy and enables thereby, in co...
Chapter
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This is the final outcome of the INBIOSA project which ends by the end of December 2011. A slighly different version including some appendices will be delivered to the EC later. We believe that this White Paper is a defining document that can be used to direct future research in Integral Biomathics. It can be the base for cooperation projects in th...
Article
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The pre-history of chaos in a rationalist context is taken as a point of departure, starting out with ancient China. The related ancient-Greek "unmixing theory" then leads over to two simple formally 2-body Hamiltonian systems exhibiting chaotic behavior. When the two masses involved are unequal, "pseudoattractors" are formed. Deterministic statist...
Article
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General relativity is notoriously difficult to interpret. A "return to the mothers" is proposed to better understand the gothic-R theorem of the Schwarzschild metric of general relativity. It is shown that the new finding is already implicit in Einstein's equivalence principle of 1907 and hence in special relativity (with acceleration included). Th...
Chapter
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The INBIOSA project brings together a group of experts across many disciplines who believe that science requires a revolutionary transformative step in order to address many of the vexing challenges presented by the world. It is INBIOSA’s purpose to enable the focused collaboration of an interdisciplinary community of original thinkers.
Chapter
A chronological listing of ten scientific insights obtained by a theoretical biologist over half a century is presented. The circle spans many fields of science (engineering, chemistry, physics) exploring and exploding many accepted concepts. What is only touched upon is the assignment of the Now as the only place at which anything can be done and...
Article
When a chaotic signal is used to force a switching-type variable which dependent on the momentary magnitude of the chaotic stimulus either shows a damped or an autocatalytic response, a new dynamical phenomenon arises. It is reminiscent of the “flares” observed in astrophysical situations. Several numerical simulations of both continuous and discre...
Book
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Coined by artist and media researcher Bill Seaman, “neosentience” describes a new branch of scientific inquiry related to artificial intelligence. This volume explores the groundbreaking work of Seaman and theoretical physicist Otto E. Rossler in exploring the potential of an intelligent robotic entity possessed of a form of sentience that ever mor...
Article
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A recent numerical simulation by Klaus Sonnleitner is drawn attention to. A 2‐particle Hamiltonian system—a heavy particle of higher energy and a light particle of lower energy interacting in a T‐tube configuration—shows “dissipative behavior”: the light particle statistically picks up kinetic energy from the heavy particle. This is in accord with...
Article
Full-text available
A new science called cryodynamics is proposed as a physical discipline as fundamental as thermodynamics. It is based on work by Zwicky and Chandrasekhar and very recent numerical experiments on dynamical friction. It should be noted that most of the features of cryodynamics re-main to be discovered yet; for instance, there is no entropy-like macro-...

Questions

Questions (981)
Question
Evidence for GN-z11 as a luminous galaxy at redshift 10.957
Nov. 19, 2022