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Yuki Takayama

Biographic Data

ID6103590
NAMEYuki Takayama
GIVEN NAMESYuki
FAMILY NAMETakayama
SIGNATURETAKAYAMA Y
AFFILIATIONSKanazawa University
ORCID0000-0002-3926-1094
VERIFIEDYes
TOTAL WORKS3
TOTAL CITATIONS3
WORKS AS AUTHOR3
WORKS AS EDITOR0
FIRST PUBLICATION YEAR2017
LATEST PUBLICATION YEAR2022
H-INDEX1
  • Perturbed cusp catastrophe in a population game

    Open Access•Kiyohiro Ikeda, Yuki Takayama et al.•ARTICLE•Journal of Regional Science•2022

    This paper studies the cusp catastrophe in a two‐strategy population game with exogenous locational asymmetries and its application to spatial economics. We derive approximating games of two kinds: a cusp catastrophe form and a more general form. As a novel contribution of this paper, the effects of an arbitrary number of regional asymmetries are expressed using only three asymmetry parameters, thereby allowing for an analytical analysis. We find…

  • Stability and sustainability of urban systems under commuting and transportation costs

    Open Access•Yuki Takayama, Kiyohiro Ikeda et al.•ARTICLE•Regional Science and Urban…•2020

  • Bottleneck congestion and residential location of heterogeneous commuters

    Open Access•Yuki Takayama, Masao Kuwahara•ARTICLE•Journal of Urban Economics•2017•Cited by: 3•References: 40

  • Bottleneck congestion and residential location of heterogeneous commuters

    Open Access•Yuki Takayama, Masao Kuwahara•ARTICLE•Journal of Urban Economics•2017•Cited by: 3•References: 40

  • Bottleneck congestion and residential location of heterogeneous commuters

    Open Access•Yuki Takayama, Masao Kuwahara•ARTICLE•Journal of Urban Economics•2017•Cited by: 3•References: 40

  • Stability and sustainability of urban systems under commuting and transportation costs

    Open Access•Yuki Takayama, Kiyohiro Ikeda et al.•ARTICLE•Regional Science and Urban…•2020

  • Perturbed cusp catastrophe in a population game

    Open Access•Kiyohiro Ikeda, Yuki Takayama et al.•ARTICLE•Journal of Regional Science•2022

    This paper studies the cusp catastrophe in a two‐strategy population game with exogenous locational asymmetries and its application to spatial economics. We derive approximating games of two kinds: a cusp catastrophe form and a more general form. As a novel contribution of this paper, the effects of an arbitrary number of regional asymmetries are expressed using only three asymmetry parameters, thereby allowing for an analytical analysis. We find…

Economics (3 works) · Computer Science (2 works) · Economic theories and models (2 works) · Regional Economics and Spatial Analysis (2 works) · Transportation Planning and Optimization (2 works) · Asymmetry (1 work) · Bottleneck (1 work) · Business (1 work) · Carpool (1 work) · Catastrophe theory (1 work)

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