Pavel Chebotarev - The Mathematics Genealogy Project
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Dissertation: Extension of the Row Sum Method for Aggregating Partial Preferences. Mathematics Subject Classification: 93—Systems theory; control. Advisor 1: Yakov Isaevich Khurgin. Dr.Sci. Institute of Control Science Russia. Dissertation: Methods of Laplacian Theory of Digraphs in Systems Analysis. Mathematics ...
Publications of Pavel Chebotarevsemantic-measures-library.org › sml › bibtexbrowser
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Publications of Pavel Chebotarev. [1], On proximity measures for graph vertices (Pavel Chebotarev, Elena Shamis), In Autom. Remote Control, volume 59,
A Class of Graph-Geodetic Distances Generalizing the ...arxiv.org › math
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A Class of Graph-Geodetic Distances Generalizing the Shortest-Path and the Resistance Distances. Authors:Pavel Chebotarev · Download PDF. Abstract: A new ...
Distances in graphs and networks
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needed? Pavel Chebotarev. Distances in graphs and networks.
[ ] A Graph Bottleneck Inequality
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Submission history. From: Pavel Chebotarev [view email] [v1] Wed, 15 Oct :51:25 GMT (6kb) [v2] Fri, 17 Oct :49:18 GMT (7kb) [v3] Wed, 20 May ...
Coordination in multiagent systems and Laplacian spectra of digraphs
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Authors: Pavel Chebotarev, Rafig Agaev. (Submitted on 24 Feb 2009). Abstract: Constructing and studying distributed control systems requires the analysis of the Laplacian spectra and the forest structure of directed graphs. In this paper, we present some basic results of this analysis partially obtained by the present authors ...
dblp: The Forest Metric for Graph Vertices
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Bibliographic details on The Forest Metric for Graph Vertices
Matrices of Forests and the Analysis of Digraphs : Pavel Chebotarev :...
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The matrices of spanning rooted forests are studied as a tool for analysing the structure of digraphs and measuring their characteristics. The problems of...
Spanning Forests and the Golden Ratio : Pavel Chebotarev : Free...
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For a graph G, let f_{ij} be the number of spanning rooted forests in which vertex j belongs to a tree rooted at i. In this paper, we show that for a path,...
Forest matrices around the Laplacian matrix : Pavel Chebotarev : Free...
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We study the matrices Q_k of in-forests of a weighted digraph G and their connections with the Laplacian matrix L of G. The (i,j) entry of Q_k is the total...
Matrix-Forest Theorems : Pavel Chebotarev : Free Download, Borrow,...
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The Laplacian matrix of a graph G is L(G)=D(G)-A(G), where A(G) is the adjacency matrix and D(G) is the diagonal matrix of vertex degrees. According to the Matrix-Tree Theorem, the number of spanning trees in G is equal to any cofactor of an entry of L(G). A rooted forest is a union of disjoint rooted trees.
All web results to the name "Pavel Chebotarev"
Pavel Chebotarev, Чеботарев Павел Юрьевич - Google Scholar Citations
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Pavel Chebotarev, Чеботарев Павел Юрьевич. Institute of Control Sciences of the Russian Academy of Sciences. algebraic graph theory, matrix analysis, ...
Pavel Chebotarev, Чеботарев Павел Юрьевич - Google Scholar
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Institute of Control Sciences of the Russian Academy of Sciences - mal zitiert - algebraic graph theory - matrix analysis - decision making -...
Pavel Chebotarev, Чеботарев Павел Юрьевич - Академия ...scholar.google.com › citations
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Institute of Control Sciences of the Russian Academy of Sciences - цитирования - algebraic graph theory - matrix analysis - decision making ...
On Proximity Measures for Graph Vertices : Pavel Chebotarev : Free...
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We study the properties of several proximity measures for the vertices of weighted multigraphs and multidigraphs. Unlike the classical distance for the...
Do Logarithmic Proximity Measures Outperform Plain Ones in Graph...
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Do Logarithmic Proximity Measures Outperform Plain Ones in Graph C…ering?
Kernels on Graphs as Proximity Measures - Inriahal.inria.fr › hal
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Konstantin Avrachenkov 1Pavel Chebotarev 2 Dmytro Rubanov 1. Détails. 1 NEO - Network Engineering and Operations. CRISAM - Inria Sophia Antipolis
Agaev Rafig, РП Агаев - Google Scholar
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Institute of Control Sciences, Russian Academy of Sciences - Citerat av - algebraic graph theory - matrix analysis - decentralized control
Kernels on Graphs as Proximity Measures - Archive ouverte HAL
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Kernels and, broadly speaking, similarity measures on graphs are extensively used in graph-based unsupervised and semi-supervised learning algorithms as well...
ITHEA International Scientific Society : LOGARITHMIC DISTANCES IN...
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... G.2 DISCRETE MATHEMATICS > G.2.2 Graph Theory. LOGARITHMIC DISTANCES IN GRAPHS By: Pavel Chebotarev (674 reads). Rating: ( ) ...
WAW 2017
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... Kernels on Graphs as Proximity Measures --- Konstantin Avrachenkov, Pavel Chebotarev and Dmytro Rubanov; 12: : Lunch break
[ v1] A New Family of Graph Distances - arXiv.org › abs
128.84.21.199
From: Pavel Chebotarev [view email] [v1] Wed, 15 Oct :07:04 UTC (7 KB) [v2] Fri, 17 Oct :32:29 UTC (7 KB) [v3] Wed, 20 May :38:
Spanning Forests of Digraphs and Limiting Probabilities of Markov...
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Spanning Forests of Digraphs and Limiting Probabilities of Markov Chains. Autorzy. Pavel Chebotarev. Treść / Zawartość. main.pdf. Abstrakt, słowa kluczowe.
Internet Archive Search: creator:"Elena Shamis"
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Matrix-Forest Theorems - Pavel Chebotarev The Laplacian matrix of a graph G is L(G)=D(G)-A(G), where A(G) is the adjacency matrix and D(G) is the diagonal ...
The graph bottleneck identity
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Pavel Chebotarev. A matrix S=(sij)∈Rn×n is said to determine a \emphtransitional measure for a digraph G on n vertices if for all i,j,k∈{1,\...,n}, the \emphtransition inequality sijsjk≤siksjj holds and reduces to the equality (called the \emphgraph bottleneck identity) if and only if every path in G from i to k ...
A. D. Gvishiani, V. A. Gurvich, “Metric and ultrametric spaces of...
www.mathnet.ru
Pavel Chebotarev, “A class of graph-geodetic distances generalizing the shortest-path and the resistance distances”, Discrete Applied Mathematics,
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