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ARCHITECTURE AND MODERN INFORMATION TECHNOLOGIES
INTERNATIONAL ELECTRONIC SCIENTIFIC - EDUCATIONAL JOURNAL

1(38) 2017


Article

REPRESENTATION OF SPACE-PLANNING DECISIONS OF BUILDINGS OF THE STATE MACHINES IN THE PARADIGM OF ARTIFICIAL INTELLIGENCE

Authors V.G. Kulikov, Moscow Institute of Architecture (State Academy), Moscow, Russia
Abstract

In the article actual problems of designing space-planning decisions of buildings using set theory, graph theory, and theory of finite automata. The technique of designing space planning solutions by building a finite state machine in the form of network models for different types of buildings. Designed according to the above method models finite state machines can perform a variety of functions of a consultant architect in the form of artificial intelligence or expert systems in the development of multiple design solutions.

Keywords: space-planning decisions, layout, set, graph, mathematical logic, network model, artificial intelligence
article Article (RUS)
References

  1. Pohorski G.V. Informacionnye tehnologii v arhitekture i stroitel'stve : uchebnoe posobie [Information technologies in architecture and construction. Textbook. 2nd ed. Erased]. Moscow, 2012, 264 p.
  2. Zmeul S.G., Makhanko B.A. Arhitekturnaja tipologija zdanij i sooruzhenij: uchebnik [Architectural typology of buildings and structures. Tutorial]. Moscow, 2004.
  3. Linenko E.V. Arhitekturnye konstrukcii i osnovy konstruirovanija [Architectural design and design principles [Electronic resource], "Orenburg state University", Russia Architecture]. Orenburg, Orenburg state University, 2011, 29 p.
  4. Serebryakov V.A., Galochkin M.P., Potter D.R., Furugen M.G. Teorija i realizacija jazykov programmirovanija [Theory and implementation of programming languages]. Moscow, 2006, 2nd ed. ISBN 5-94073-094-9.
  5. Karpov Yu.G. Teorija avtomatov: Uchebnik dlja vuzov [Theory of machines: Textbook for universities]. St. Petersburg, 2002, 224 p.
  6. Melikhov A.N. Orientirovannye grafy i konechnye avtomaty [Directed graphs and finite state machines]. Moscow, 1971, 416 p.
  7. Kogan D.I., Babkina T.S. Uchebno-metodicheskaja razrabotka dlja samostojatel'noj raboty studentov po kursu «Teorija algoritmov i matematicheskaja logika» pri izuchenii temy «Koncepcii konechnogo avtomata i reguljarnogo jazyka. Operacii nad reguljarnymi jazykami» [The Educational-methodical development for independent work of students in the course "Theory of algorithms and mathematical logic" under the topic "concepts of finite automata and regular language. Operations on regular languages"]. Nizhny Novgorod, 2000.