A population explosion in an evolutionary game in spatial economics: Blow up radial solutions to the initial value problem for the replicator equation whose growth rate is determined by the continuous Dixit–Stiglitz–Krugman model in an urban setting

Published 2015 View Full Article

Title

A population explosion in an evolutionary game in spatial economics: Blow up radial solutions to the initial value problem for the replicator equation whose growth rate is determined by the continuous Dixit–Stiglitz–Krugman model in an urban setting

Authors

Keywords

Spatially continuous evolutionary game, Blow-up radial solution, Population explosion, Nonlinear integro-partial differential equation

Journal

NONLINEAR ANALYSIS-REAL WORLD APPLICATIONS

Volume 23, Issue -, Pages 26-46

Publisher

Elsevier BV

Online

2014-12-08

DOI

10.1016/j.nonrwa.2014.11.004

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