THE STUDY OF KARNAUGH MAPS

Asanov T. E.; Sobenina O. V.; Safonova I. V.

doi:doi:10.58168/MIST2025_25-29

Home / Conferences / MODELING INFORMATION SYSTEMS AND TECHNOLOGIES – 2025 / Materials of the International Scientific and Practical Conference dedicated to the 95th anniversary of Voronezh State Forest Engineering University named after G. F. Morozov and the 80th anniversary of the Victory in the Great Patriotic War of 1941-1945 «MODELING INFORMATION SYSTEMS AND TECHNOLOGIES – 2025»

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THE STUDY OF KARNAUGH MAPS

Section: SECTION 1. SYSTEM ANALYSIS, MANAGEMENT, INFORMATION PROCESSING

Proceedings: MATERIALS OF THE INTERNATIONAL SCIENTIFIC AND PRACTICAL CONFERENCE DEDICATED TO THE 95TH ANNIVERSARY OF VORONEZH STATE FOREST ENGINEERING UNIVERSITY NAMED AFTER G. F. MOROZOV AND THE 80TH ANNIVERSARY OF THE VICTORY IN THE GREAT PATRIOTIC WAR OF 1941-1945 «MODELING INFORMATION SYSTEMS AND TECHNOLOGIES – 2025»

UDC 004.9

Asanov T. E. ¹

Sobenina O. V. ²

Safonova I. V. ³

Author and publication information

Authors:

1. Voronezh State University of Forestry and Technologies named after G.F. Morozov

2. Voronezh State University of Forestry and Technologies named after G.F. Morozov

3. Voronezh State University of Forestry and Technologies named after G.F. Morozov

Type:

Сonference article

DOI:

https://doi.org/10.58168/MIST2025_25-29

Published:

29.07.2025

Subject area:

UDC 004.9

Language:

Russian

Keywords:

Karnaugh map, minimization, truth tables, input values, cells, index

Abstract and keywords

Abstract (English):
Abstract. The paper considers one of the variants of truth tables – Karnaugh map used to implement minimization. The idea of Karnaugh map is based on converting a combination of input values into a table where each cell has its own index.

Keywords:
Karnaugh map, minimization, truth tables, input values, cells, index

References

1. Akinina, Yu. S. Primenenie kart Karno dlya polinomial'nogo preobrazovaniya bulevyh funkciy / Yu. S. Akinina, S. L. Podval'nyy, S. V. Tyurin // Vestnik Voronezhskogo gosudarstvennogo tehnicheskogo universiteta. – 2016. – T. 12, № 1. – S. 4-7. – EDN VMJQHJ.

2. Nabebin, A. A. Karty Karno v raschete konechnyh avtomatov sredstvami algebry logiki: dlya studentov special'nosti 230105.65 – programmnoe obespechenie vychislitel'noy tehniki i avtomatizirovannyh sistem po discipline matematicheskaya logika i teoriya algoritmov / A. A. Nabebin ; A. A. Nabebin ; Rossiyskiy gos. social'nyy un-t, Fak. informacionnyh tehnologiy, Kaf. programmnogo obespecheniya vychislitel'noy tehniki. – Moskva: Izd-vo RGSU, 2009. – 39 s. – EDN QMUNTT.

3. Ubaydullaeva, Sh. R. Ispol'zovanie v uchebnom processe interaktivnoy obuchayuschey programmy "minimizaciya logicheskih funkciy metodom kart Karno" / Sh. R. Ubaydullaeva, H. Tagiev // Sovremennye materialy, tehnika i tehnologiya : materialy 4-y Mezhdunarodnoy nauchno-prakticheskoy konferencii, Kursk, 25–26 dekabrya 2014 goda / Otvetstvennyy redaktor: Gorohov A.A.. – Kursk: Zakrytoe akcionernoe obschestvo "Universitetskaya kniga", 2014. – S. 448-450. – EDN TGAMHF.

4. Nikolenko, M. K. Obuchayuschaya programma dlya minimizacii bulevyh funkciy chetyreh peremennyh metodom kart Karno / M. K. Nikolenko, N. A. Anan'eva // Dni nauki : materialy mezhvuzovskoy nauchno-tehnicheskoy konferencii studentov i kursantov na baze FGBOU VO «Kaliningradskiy gosudarstvennyy tehnicheskiy universitet», Kaliningrad, 08–21 aprelya 2019 goda. – Kaliningrad: Obosoblennoe strukturnoe podrazdelenie "Baltiyskaya gosudarstvennaya akademiya rybopromyslovogo flota" federal'nogo gosudarstvennogo byudzhetnogo obrazovatel'nogo uchrezhdeniya vysshego professional'nogo obrazovaniya "Kaliningradskiy gosudarstvennyy tehnicheskiy universitet", 2019. – S. 101-105. – EDN QQLVMO.

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