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  1. Klaus Mainzer (2011). Interdisciplinarity and Innovation Dynamics. On Convergence of Research, Technology, Economy, and Society. Poiesis and Praxis 7 (4):275-289.
    In the age of globalization, economic growth and the welfare of nations decisively depend on basic innovations. Therefore, education and knowledge is an important advantage of competition in highly developed countries with high standards of salaries, but raw material shortage. In the twenty-first century, innovations will arise from problem-oriented research, crossing over traditional faculties and disciplines. Therefore, we need platforms of interdisciplinary dialogue to choose transdisciplinary problems (e.g., environment, energy, information, health, welfare) and to cluster new portfolios of technologies. The (...)
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  2. Klaus Mainzer (ed.) (2010). ECAP10. VIII European Conference on Computing and Philosophy. Hut.
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  3. Klaus Mainzer (2010). The Emergence of Temporal Structures in Dynamical Systems. Foundations of Physics 40 (9-10):1638-1650.
    Dynamical systems in classical, relativistic and quantum physics are ruled by laws with time reversibility. Complex dynamical systems with time-irreversibility are known from thermodynamics, biological evolution, growth of organisms, brain research, aging of people, and historical processes in social sciences. Complex systems are systems that compromise many interacting parts with the ability to generate a new quality of macroscopic collective behavior the manifestations of which are the spontaneous emergence of distinctive temporal, spatial or functional structures. But, emergence is no mystery. (...)
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  4. Klaus Mainzer (2007). Von Einstein zur Medien-und Wissensgesellschaft. In Philipp W. Balsiger & Rudolf Kötter (eds.), Die Kultur Moderner Wissenschaft Am Beispiel Albert Einstein. Spektrum Akademischer Verlag. 97.
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  5. Klaus Mainzer & Theodor Leiber (eds.) (2007). Dynamisches Denken Und Handeln: Philosophie Und Wissenschaft in Einer Komplexen Welt: Festschrift für Klaus Mainzer Zum 60. Geburtstag. S. Hirzel.
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  6. Klaus Mainzer (2006). The Embodied Mind. Filozofska Istrazivanja 26 (2):405-421.
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  7. Klaus Mainzer (2006). Utjelovljeni Um. O Komputacijskim, Evolucijskim I Filozofskim Tumačenjima Spoznaje. Filozofska Istrazivanja 26 (2):405-421.
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  8. Klaus Mainzer (2005). Der verkörperte geist: Über komputationale, evolutionäre und philosophische interprätationen der kognition. Synthesis Philosophica 20 (2):389-406.
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  9. Klaus Mainzer (2005). L'intellect incarné: Sur Les interprétations computationnelLes, évolutives et philosophiques de la connaissance. Synthesis Philosophica 20 (2):389-406.
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  10. Klaus Mainzer (2005). The Embodied Mind: On Computational, Evolutionary, and Philosophical Interpretations of Cognition. Synthesis Philosophica 2 (40):389-406.
  11. Klaus Mainzer (2004). Thinking in Complexity: The Computational Dynamics of Matter, Mind, and Mankind. Springer.
    Even beginners and young graduate students will have something to learn from this book." (Andre Hautot, Physicalia, Vol. 57 (3), 2005)"All-in-all, this highly ...
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  12. Klaus Mainzer (2000). Attractors of Mathematical Progress—the Complex Dynamics of Mathematical Research. In Emily Grosholz & Herbert Breger (eds.), The Growth of Mathematical Knowledge. Kluwer Academic Publishers. 387--406.
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  13. Klaus Mainzer (1999). Computational Models and Virtual Reality. New Perspectives of Research in Chemistry. Hyle 5 (2):135 - 144.
    Molecular models are typical topics of chemical research depending on the technical standards of observation, computation, and representation. Mathematically, molecular structures have been represented by means of graph theory, topology, differential equations, and numerical procedures. With the increasing capabilities of computer networks, computational models and computer-assisted visualization become an essential part of chemical research. Object-oriented programming languages create a virtual reality of chemical structures opening new avenues of exploration and collaboration in chemistry. From an epistemic point of view, virtual reality (...)
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  14. Klaus Mainzer (1998). Computer Technology and Evolution. Techné: Research in Philosophy and Technology 4 (1):63-71.
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  15. Klaus Mainzer (1997). Symmetry and Complexity - Fundamental Concepts of Research in Chemistry. Hyle 3 (1):29 - 49.
    Molecules have more or less symmetric and complex structures which can be defined in the mathematical framework of topology, group theory, dynamical systems theory, and quantum mechanics. But symmetry and complexity are by no means only theoretical concepts of research. Modern computer aided visualizations show real forms of matter which nevertheless depend on the technical standards of observation, computation, and representation. Furthermore, symmetry and complexity are fundamental interdisciplinary concepts of research inspiring the natural sciences since the antiquity.
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  16. Klaus Mainzer & Carsten Klein (1996). Symmetrien der Natur. Ein Handbuch zur Natur-und Wissenschaftsphilosophie. Journal for General Philosophy of Science 27 (1):171-180.
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  17. Jürgen Audretsch & Klaus Mainzer (eds.) (1990). Wieviele Leben Hat Schrödingers Katze? Bibliographisches Institut.
  18. Klaus Mainzer (1990). Knowledge-Based Systems. Journal for General Philosophy of Science 21 (1):47-74.
    No kind of technology has had such a profound effect upon our lives and society as the new knowledge-based systems which start to overcome the traditional computer technology. Few areas of science raise such high expectations and meet with so much sceptical resistance as Artificial Intelligence (AI). So it is the task of philosophy of science and technology to analyze the factual methodological possibilities of AI-technology. After a historical sketch of AI-development (Chapter 2), the technological foundations of expert systems are (...)
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  19. Klaus Mainzer (1988). Symmetrie Und Symmetriebrechung. Journal for General Philosophy of Science 19 (2):290-307.
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  20. Klaus Mainzer (1983). Beiträge zur Philosophie von Stephan Körner. Grazer Philosophische Studien 20:179-197.
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  21. Klaus Mainzer (1983). Philosophische Grundlagen und die Entwicklung der Mathematik. Grazer Philosophische Studien 20:179-197.
    Mit P. Bernays geht S. Körner in der Nachfolge von I . Kant und J.F. Fries davon aus, "daß eine gewisse Art rein-anschaulicher Erkenntnis als Ausgangspunkt der Mathematik genommen werden muß." Andererseits betont Körner einen Wechsel z.B. der geometrischen Anschauung in den nicht-euklidischen Geometrien, der durch die Unabhängigkeitsbeweise für geometrische Axiome (z.B. Parallelenaxiom) möglich wurde. Analog könnte man von einem Wechsel der mengentheoretischen Anschauung in nicht-cantorschen Mengenlehren sprechen, der durch Unabhängigkeitsbeweise mengentheoretischer Axiome (z.B. Auswahlaxiom, Kontinuumshypothese) eingeleitet wurde. In der Algebra (...)
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  22. Gerhard Vollmer, Klaus Mainzer & Andreas Kamlah (1981). Rezensionen. Journal for General Philosophy of Science 12 (1):178-187.
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  23. Klaus Mainzer (1978). Der Raum im Anschluss an Kant. Perspektiven der Philosophie 4:161-175.
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  24. Klaus Mainzer (1977). Is the Intuitionistic Bar-Induction a Constructive Principle? Notre Dame Journal of Formal Logic 18 (4):583-588.
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