Simultaneous finite time blow-up in a two-species model for chemotaxis EE Espejo, A Stevens, JJL Velázquez
122 2009 Remarks on the blowup and global existence for a two species chemotactic Keller–Segel system in 2 C Conca, E Espejo, K Vilches
European Journal of Applied Mathematics 22 (6), 553-580, 2011
112 2011 Reaction terms avoiding aggregation in slow fluids E Espejo, T Suzuki
Nonlinear Analysis: Real World Applications 21, 110-126, 2015
75 2015 Global existence and blow-up for a system describing the aggregation of microglia E Espejo, T Suzuki
Applied Mathematics Letters 35, 29-34, 2014
64 2014 Global classical solvability and stabilization in a two-dimensional chemotaxis-Navier–Stokes system modeling coral fertilization E Espejo, M Winkler
Nonlinearity 31 (4), 1227, 2018
61 2018 Blowup in higher dimensional two species chemotactic systems P Biler, I Espejo, Elio, Guerra
Communications on Pure and Applied Analysis (CPAA) 12 (1), 89-98, 2013
61 2013 A note on non-simultaneous blow-up for a drift-diffusion model EE Espejo, A Stevens, JJL Velazquez
54 2010 Sharp Condition for blow-up and global existence in a two species chemotactic Keller-Segel system in EE Espejo, K Vilches, C Conca
European Journal of Applied Mathematics 24 (02), 297-313, 2013
49 2013 Simultaneous blowup and mass separation during collapse in an interacting system of chemotactic species EE Espejo, A Stevens, T Suzuki
39 2012 Threshold condition for global existence and blow-up to a radially symmetric drift–diffusion system C Conca, E Espejo
Applied Mathematics Letters 25 (3), 352-356, 2012
24 2012 A simultaneous blow-up problem arising in tumor modeling E Espejo, K Vilches, C Conca
Journal of mathematical biology 79, 1357-1399, 2019
23 2019 Reaction enhancement by chemotaxis E Espejo, T Suzuki
Nonlinear Analysis: Real World Applications 35, 102-131, 2017
18 2017 Optimal critical mass for the two-dimensional Keller–Segel model with rotational flux terms E Espejo, H Wu
Communications in Mathematical Sciences 18 (2), 379-394, 2020
8 2020 Blowup threshold and collapse mass separation for a drift-diffusion system in-space dimension two. E Espejo, M Kurokiba, T Suzuki
COMMUNICATIONS ON PURE AND APPLIED ANALYSIS 12 (6), 2627-2644, 2013
6 2013 The Patlak–Keller–Segel model of chemotaxis on with singular drift and mortality rate G Wolansky, E Espejo
Nonlinearity 26 (8), 2315, 2013
3 2013 Blow-up of solutions to the Keller–Segel model with tensorial flux in high dimensions V Cuentas, E Espejo, T Suzuki
Applied Mathematics Letters 154, 109090, 2024
2024