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А А Белолипецкий

Biographic Data

ID4975824
NAMEА А Белолипецкий
GIVEN NAMESА А
FAMILY NAMEБелолипецкий
SIGNATUREБЕЛОЛИПЕЦКИЙ А А
AFFILIATIONSMoscow Institute of Physics and Technology
VERIFIEDNo
TOTAL WORKS1
TOTAL CITATIONS4
WORKS AS AUTHOR1
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2018
LATEST PUBLICATION YEAR2018
H-INDEX1
  • Opinion convergence in the Krasnoshchekov model

    Ivan Kozitsin, Ivan Vladimirovich Kozitsin et al.•ARTICLE•Journal of Mathematical Sociology•2018•Cited by: 4•References: 12

    In this paper, a rigorous mathematical analysis of the Krasnoshchekov model is presented. We have shown that in case a community does not contain any group of people having zero resistance to interpersonal influence, which are moreover isolated from the pressure of the rest of community, the Krasnoshchekov opinion readjustment procedure can be reduced to the Friedkin–Johnsen dynamics. In turn, if one repeats the Krasnoshchekov opinion updating ru…

  • Opinion convergence in the Krasnoshchekov model

    Ivan Kozitsin, Ivan Vladimirovich Kozitsin et al.•ARTICLE•Journal of Mathematical Sociology•2018•Cited by: 4•References: 12

    In this paper, a rigorous mathematical analysis of the Krasnoshchekov model is presented. We have shown that in case a community does not contain any group of people having zero resistance to interpersonal influence, which are moreover isolated from the pressure of the rest of community, the Krasnoshchekov opinion readjustment procedure can be reduced to the Friedkin–Johnsen dynamics. In turn, if one repeats the Krasnoshchekov opinion updating ru…

  • Opinion convergence in the Krasnoshchekov model

    Ivan Kozitsin, Ivan Vladimirovich Kozitsin et al.•ARTICLE•Journal of Mathematical Sociology•2018•Cited by: 4•References: 12

    In this paper, a rigorous mathematical analysis of the Krasnoshchekov model is presented. We have shown that in case a community does not contain any group of people having zero resistance to interpersonal influence, which are moreover isolated from the pressure of the rest of community, the Krasnoshchekov opinion readjustment procedure can be reduced to the Friedkin–Johnsen dynamics. In turn, if one repeats the Krasnoshchekov opinion updating ru…

Complex Network Analysis Techniques (1 work) · Computer Science (1 work) · Convergence (economics (1 work) · Dynamics (music (1 work) · Economics (1 work) · Interpersonal communication (1 work) · Linguistics (1 work) · Mathematical economics (1 work) · Mathematics (1 work) · Opinion Dynamics and Social Influence (1 work)

Ethnos_APP • Open Source Project • MIT License • Frontend v2.0.0 • Privacy and Cookies • API Documentation: api.ethnos.app/docs • API Source Code: GitHub • DOI: 10.5281/zenodo.17049435 • Frontend Source Code: GitHub • DOI: 10.5281/zenodo.17050053 • cruz.rio.br • Expectantes Misericordiae