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Spot patterns of the Schnakenberg reaction-diffusion system on a curved torus

Nonlinearity, 2019-12, Vol.33 (2), p.643-674

2019

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Oscillatory translational instabilities of spot patterns in the Schnakenberg system on general 2D domains

Nonlinearity, 2023-05, Vol.36 (5), p.2473-2513

2023

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Refined stability thresholds for localized spot patterns for the Brusselator model in

European journal of applied mathematics, 2019-08, Vol.30 (4), p.791-828

2019

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Aplasia cutis congenita

Handchirurgie, Mikrochirurgie, plastische Chirurgie, 2016-08, Vol.48 (4), p.239-243

2016

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Mean First Passage Time for a Small Rotating Trap inside a Reflective Disk

Multiscale modeling & simulation, 2015-01, Vol.13 (1), p.231-255

2015

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Hybrid asymptotic-numerical approach for estimating first-passage-time densities of the two-dimensional narrow capture problem

Physical review. E, 2016-10, Vol.94 (4-1), p.042418-042418, Article 042418

2016

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Transition to blow-up in a reaction–diffusion model with localized spike solutions

European journal of applied mathematics, 2017-12, Vol.28 (6), p.1015-1055

2017

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Analysis of Spot Patterns on a Coordinate-Invariant Model for Vegetation on a Curved Terrain

SIAM journal on applied dynamical systems, 2020-01, Vol.19 (4), p.2500-2529

2020

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The stability of localized spikes for the 1-D Brusselator reaction–diffusion model

European journal of applied mathematics, 2013-08, Vol.24 (4), p.515-564

2013

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The stability and slow dynamics of spot patterns in the 2D Brusselator model: The effect of open systems and heterogeneities

Physica. D, 2018-06, Vol.373, p.13-37

2018

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Interaction of Turing and Hopf modes in the superdiffusive Brusselator model

Applied mathematics letters, 2009-09, Vol.22 (9), p.1432-1437

2009

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Narrow escape problem with a mixed trap and the effect of orientation

Physical review. E, Statistical, nonlinear, and soft matter physics, 2015-03, Vol.91 (3), p.032111-032111, Article 032111

2015

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Stationary and slowly moving localised pulses in a singularly perturbed Brusselator model

European journal of applied mathematics, 2011-10, Vol.22 (5), p.423-453

2011

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Slowly varying control parameters, delayed bifurcations, and the stability of spikes in reaction–diffusion systems

Physica. D, 2015-01, Vol.290, p.24-43

2015

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Interaction of Turing and Hopf Modes in the Superdiffusive Brusselator Model Near a Codimension Two Bifurcation Point

Mathematical modelling of natural phenomena, 2011, Vol.6 (1), p.87-118

2011

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Three-dimensional video-analysis of facial movements in healthy volunteers

British journal of plastic surgery, 2003-10, Vol.56 (7), p.644-652

2003

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Optimization of First Passage Times by Multiple Cooperating Mobile Traps

Multiscale modeling & simulation, 2017-01, Vol.15 (2), p.920-947

2017

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The Stability and Slow Dynamics of Localized Spot Patterns for the 3-D Schnakenberg Reaction-Diffusion Model

SIAM journal on applied dynamical systems, 2017-01, Vol.16 (1), p.294-336

2017

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Anomalous Scaling of Hopf Bifurcation Thresholds for the Stability of Localized Spot Patterns for Reaction-Diffusion Systems in Two Dimensions

SIAM journal on applied dynamical systems, 2018-01, Vol.17 (1), p.982-1022

2018

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Refined stability thresholds for localized spot patterns for the Brusselator model in $\mathbb{R}^2

European journal of applied mathematics, 2019-08, Vol.30 (4), p.791-828

2019

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Homoclinic snaking near a codimension-two Turing-Hopf bifurcation point in the Brusselator model

Physical review. E, Statistical, nonlinear, and soft matter physics, 2013-02, Vol.87 (2), p.022908-022908, Article 022908

2013

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On the balancers of any frequency term of the shaking moment of spatial mechanisms

Proceedings of the Institution of Mechanical Engineers. Part C, Journal of mechanical engineering science, 1997-01, Vol.211 (1), p.37-48

1997

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On the shaft locations of two contra-rotating counterweights for balancing spatial mechanisms

Proceedings of the Institution of Mechanical Engineers. Part C, Journal of mechanical engineering science, 1997-01, Vol.211 (8), p.567-578

1997

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Are there ethnic differences of facial movements between Europeans and Asians?

British journal of plastic surgery, 2005-03, Vol.58 (2), p.183-195

2005

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The Hodograph and the Balancer of any Frequency Term of the Shaking Force of Spatial Mechanisms

Proceedings of the Institution of Mechanical Engineers. Part C, Journal of mechanical engineering science, 1996-03, Vol.210 (2), p.135-141

1996

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Spot patterns of the Schnakenberg reaction-diffusion system on a curved torus

Oscillatory translational instabilities of spot patterns in the Schnakenberg system on general 2D domains

Refined stability thresholds for localized spot patterns for the Brusselator model in

Aplasia cutis congenita

Mean First Passage Time for a Small Rotating Trap inside a Reflective Disk

Hybrid asymptotic-numerical approach for estimating first-passage-time densities of the two-dimensional narrow capture problem

Transition to blow-up in a reaction–diffusion model with localized spike solutions

Analysis of Spot Patterns on a Coordinate-Invariant Model for Vegetation on a Curved Terrain

The stability of localized spikes for the 1-D Brusselator reaction–diffusion model

The stability and slow dynamics of spot patterns in the 2D Brusselator model: The effect of open systems and heterogeneities

Interaction of Turing and Hopf modes in the superdiffusive Brusselator model

Narrow escape problem with a mixed trap and the effect of orientation

Stationary and slowly moving localised pulses in a singularly perturbed Brusselator model

Slowly varying control parameters, delayed bifurcations, and the stability of spikes in reaction–diffusion systems

Interaction of Turing and Hopf Modes in the Superdiffusive Brusselator Model Near a Codimension Two Bifurcation Point

Three-dimensional video-analysis of facial movements in healthy volunteers

Optimization of First Passage Times by Multiple Cooperating Mobile Traps

The Stability and Slow Dynamics of Localized Spot Patterns for the 3-D Schnakenberg Reaction-Diffusion Model

Anomalous Scaling of Hopf Bifurcation Thresholds for the Stability of Localized Spot Patterns for Reaction-Diffusion Systems in Two Dimensions

Refined stability thresholds for localized spot patterns for the Brusselator model in $\mathbb{R}^2

Homoclinic snaking near a codimension-two Turing-Hopf bifurcation point in the Brusselator model

On the balancers of any frequency term of the shaking moment of spatial mechanisms

On the shaft locations of two contra-rotating counterweights for balancing spatial mechanisms

Are there ethnic differences of facial movements between Europeans and Asians?

The Hodograph and the Balancer of any Frequency Term of the Shaking Force of Spatial Mechanisms

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