Search Results - "Kreines, E. M."

Linear Transformations Preserving the Minimal Values of the Cyclicity Index of Tropical Matrices by Guterman, A. E., Kreines, E. M., Vlasov, A. V.

“…The cyclicity index of a directed graph is defined as the least common multiple of the cyclicity indices of all its strongly connected components, and the…”
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Matrix Models of Texts: Interpretation and Experimental Verification by Kreines, M. G., Kreines, E. M.

“…— This article considers interpretation of matrix models of texts and models of text collections based on them. Examples of computationally generated models of…”
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Transformations of Assembly Number for 4-Regular Graphs by Guterman, A. E., Kreines, E. M., Ostroukhova, N. V.

“…Simple assembly graphs characterize the process of DNA recombination in living cells. The assembly number, number of distinct Hamiltonian sets of polygonal…”
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Matrix Models of Texts: Models Of Text Collections by Kreines, M. G., Kreines, E. M.

“…The models of text corpora, formed on the basis of the matrix model of texts in natural languages, are presented. As methods to form models of collections we…”
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Matrix Models of Texts: Models of Texts and Content Similarity of Text Documents by Kreines, M. G., Kreines, E. M.

“…— The article presents a matrix model of natural language texts and a model for the quantitative assessment of the similarity in the content of text documents…”
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Multicriteria Competitive Games as Models in Operations Research by Kreines, E. M., Novikova, N. M., Pospelova, I. I.

“…The problem of a priori estimation of the result of a mulicriteria two-person competitive game is considered in the framework of operations research. Various…”
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Double Occurrence Words: Their Graphs and Matrices by Guterman, A. E., Kreines, E. M., Ostroukhova, N. V.

“…Double occurrence words play an important part in genetics in describing epigenetic genome rearrangements. A useful geometric representation for double…”
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Equilibria and Compromises in Two-Person Zero-Sum Multicriteria Games by Kreines, E. M., Novikova, N. M., Pospelova, I. I.

“…The problem is to formalize the solution of a two-person zero-sum multicriteria (MC) game, providing a payoff to both players with respect to their MC best…”
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The control model for the selection of reference collections providing the impartial assessment of the quality of scientific and technological publications by using bibliometric and scientometric indicators by Kreines, M. G., Kreines, E. M.

“…This paper presents a method for the impartial assessment of the quality of scientific and technological natural language documents and their collections by…”
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Control model for the alignment of the quality assessment of scientific documents based on the analysis of content-related context by Kreines, E. M., Kreines, M. G.

“…A control method is proposed for the construction of a quality assessment of scientific and technical documents in natural languages based on the formalization…”
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Monotone Linear Transformations on Matrices over Semirings by Guterman, A. E., Kreines, E. M., Wang, Qing-Wen

“…We characterize linear transformations on matrices over commutative antinegative semirings that are monotone with respect to minus, star, and sharp partial…”
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Mathematical model of power system management in conditions of a competitive wholesale electric power (capacity) market in Russia by Davidson, M. R., Dogadushkina, Yu. V., Kreines, E. M., Novikova, N. M., Seleznev, A. V., Udal’tsov, Yu. A., Shiryaeva, L. V.

“…A mathematical model for optimized operation of the Russian unified power system is constructed by selecting loading modes of power-generating equipment on the…”
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Computation of the First Stiefel–Whitney Class for the Variety ℳ 0 . n ℝ ¯ $$ \overline{{\mathrm{\mathcal{M}}}_{0.n}^{\mathbb{R}}} by Amburg, N. Ya, Kreines, E. M.

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Poincaré polynomial of the space M0,n¯(ℂ) and the number of points of the space M0,n¯(Fq) by Amburg, N. Ya, Kreines, E. M., Shabat, G. B.

“…A combinatorial proof that the number of points of the space M 0 , n ¯ ( F q ) satisfies the recurrent formula for the Poincaré polynomials of the space M 0 ,…”
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Poincaré polynomial of the space $$\overline {{M_{0,n}}} \left( \mathbb{C} \right)$$ M 0 , n ¯ ( ℂ ) and the number of points of the space $$\overline {{M_{0,n}}} \left( {{F_q}} \right)$$ M 0 , n ¯ ( F q ) by Amburg, N. Ya, Kreines, E. M., Shabat, G. B.

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Computation of the first Stiefel-Whitney class for the variety [bar.[M.sup.R.sub.0,n]] by Amburg, N.Ya, Kreines, E.M

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Computation of the First Stiefel–Whitney Class for the Variety ℳ0.nℝ by Amburg, N. Ya, Kreines, E. M.

“…We compute the class W n− 4 ℳ 0 . n ℝ ¯ , which is Poincaré dual to the first Stiefel–Whitney class for the variety ℳ 0 . n ℝ ¯ in terms of the natural cell…”
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Poincaré polynomial of the space M 0 , n ¯ ( ℂ ) and the number of points of the space M 0 , n ¯ ( F q ) by N. Ya. Amburg, Kreines, E M, Shabat, G B

“…A combinatorial proof that the number of points of the space M 0 , n ¯ ( F q ) satisfies the recurrent formula for the Poincaré polynomials of the space M 0 ,…”
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Equations determining Belyi pairs, with applications to anti-Vandermonde systems by Kreines, E. M.

“…This paper deals with Grothendieck dessins d'enfants, i.e., tamely embedded graphs on surfaces, and Belyi pairs, i.e., rational functions with at most three…”
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On Families of Geometric Parasitic Solutions for Belyi Systems of Genus Zero by Kreines, E. M.

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