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Systems of Linear Diophantine Equations and Dis-Equations Complexity. / Kosovskii, N.K.; Kosovskii, N.N.

International Journal on Information Theories and Applications. 2015. p. 258 – 265.

Research output: Chapter in Book/Report/Conference proceeding › Article in an anthology

Harvard

Kosovskii, NK & Kosovskii, NN 2015, Systems of Linear Diophantine Equations and Dis-Equations Complexity. in International Journal on Information Theories and Applications. pp. 258 – 265.

APA

Kosovskii, N. K., & Kosovskii, N. N. (2015). Systems of Linear Diophantine Equations and Dis-Equations Complexity. In International Journal on Information Theories and Applications (pp. 258 – 265)

Vancouver

Kosovskii NK, Kosovskii NN. Systems of Linear Diophantine Equations and Dis-Equations Complexity. In International Journal on Information Theories and Applications. 2015. p. 258 – 265

Author

Kosovskii, N.K. ; Kosovskii, N.N. / Systems of Linear Diophantine Equations and Dis-Equations Complexity. International Journal on Information Theories and Applications. 2015. pp. 258 – 265

BibTeX

@inbook{9687e6024b644dd295deae9bd85689d2,
title = "Systems of Linear Diophantine Equations and Dis-Equations Complexity",
abstract = "Series of problems concerning systems of linear Diophantine equations and dis-equations with explicitly given parameters are offered below. For every problem from a series the conditions upon the parameters under which the problem is NP-complete are proved.",
keywords = "NP-completeness, system of linear Diophantine equations, system of linear Diophantine dis-equations.",
author = "N.K. Kosovskii and N.N. Kosovskii",
year = "2015",
language = "не определен",
pages = "258 – 265",
booktitle = "International Journal on Information Theories and Applications",

}

RIS

TY - CHAP

T1 - Systems of Linear Diophantine Equations and Dis-Equations Complexity

AU - Kosovskii, N.K.

AU - Kosovskii, N.N.

PY - 2015

Y1 - 2015

N2 - Series of problems concerning systems of linear Diophantine equations and dis-equations with explicitly given parameters are offered below. For every problem from a series the conditions upon the parameters under which the problem is NP-complete are proved.

AB - Series of problems concerning systems of linear Diophantine equations and dis-equations with explicitly given parameters are offered below. For every problem from a series the conditions upon the parameters under which the problem is NP-complete are proved.

KW - NP-completeness

KW - system of linear Diophantine equations

KW - system of linear Diophantine dis-equations.

M3 - статья в сборнике

SP - 258

EP - 265

BT - International Journal on Information Theories and Applications

ER -

ID: 4774760