THE FIRST LEVEL ALGORITHM FOR FINDING INVENTIVE SOLUTIONS BASED ON FUNCTION-ORIENTED MODELING OF CONFLICTS AND ANALYSIS
Contemporary TRIZ is not just a theory but a very effective technology for both identification and formulation of non-standard problems, and for their solution. While the analytical tools do not use the functional approach to the full extent, the analysis and synthesis tools, designed to eliminate conflicts and find ideas for solving inventive problems, hardly use this approach at all. ARIZ-85C algorithm available in classical TRIZ has been used almost unchanged for more than 30 years. Although this algorithm makes it possible to solve the most complex non-standard (inventive) problems, it has a number of disadvantages that hinder its use and improvement. Apart from the fact that ARIZ-85C does not use the functional approach, it is also too complicated to study without preliminary preparation of thinking through the use of simpler algorithms designed to achieve the same goals. The basic algorithm of the new generation is presented here. It focuses on developing the skill of building a functional model of conflict. This algorithm logic is based on the principles of function-oriented modeling of conflicts and analysis. This approach makes it possible to correctly build the learning process with gradual transition from the simple methodological tools to more complex ones. The paper also discusses the issues of increasing the instrumentality of conflict modeling techniques. Recommendations on development of the educational process didactics are made.
Altshuller, G.S., Zlotin, B.L., Zusman, A.V., Filatov, V.I. Search for New Ideas: from Insight to Technology (Theory and Practice of Inventive Problem Solving) – Kishinev: Kartya Moldovenyaske, 1989. - 381 p. [In Russian]
Zlotin, B.L., Zusman, A.V., Litvin, S.S., Petrov, V.M., et al. Collection of publications on ARIZ-91. [In Russian]. URL:https://triz-summit.ru/triz/metod/204230/204231
Ivanov, G.I. Algorithm for solving engineering problems (ARIP-2009) - Saint Peters-burg: IPK "Niva", 2010, 108 p. ISBN 5-86456-028-6 [In Russian].
Petrov, V.: ARIZ-2010. Theory of inventive problem solving. 2020, ISBN 978-5-4496-8415-8 [In Russian].
Altshuller, G., Shapiro, R. Exile of the Six-Winged Seraph, 'Inventor and Innovator' magazine, 1959, issue 10. [In Russian]. URL: https://www.altshuller.ru/triz/ariz59.asp
Polya, G. How to Solve It. A New Aspect of Mathematical Method (1945).
Dewey, J. How we think (1910).
Duncker, K.: On problem solving. Psychological Monographs, Vol. 58, No. 270, pp. i-113 (1945; original in German 1935).
Wertheimer, M. Productive thinking. New York, NY: Harper (1945).
Smirnov, E.E. Element-functional modeling of conflicts: EFM.C // Three generations of TRIZ. Materials of the annual scientific and practical conference dedicated to the 90th anniversary of G.S. Altshuller, pp.4-13. – 2016. [In Russian]. URL: http://ratriz.ru/konferentsii/tri-pokoleniya-triz-2016
Smirnov, E.E. Formula of Concepts Definition and Its Application to Basic Concepts of Contemporary TRIZ, in TRIZ Future Conference 2018: Professional Proceedings, Strasbourg, France, 29-31 October 2018, pp. 213-223. URL: https://tfc2018.fr/professional-papers
Smirnov, E.E. Applied Ideality: From Concepts to Inventive Problem Solving Algo-rithm. In: Benmoussa R., et al. (eds) New Opportunities for Innovation Breakthroughs for Developing Countries and Emerging Economies. TFC 2019. IFIP AICT, vol 572, pp.45-54. https://doi.org/10.1007/978-3-030-32497-1_5
Kaufman, J., Beghetto, R. Beyond Big and Little: The Four C Model of Creativity. Re-view of General Psychology – REV GEN PSYCHOL. (2009). 13. 10.1037/a0013688.
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