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- Golberg, MA; Chen, CS

An efficient mesh-free method for nonlinear reaction-diffusion equations*CMES-COMPUTER MODELING IN ENGINEERING & SCIENCES*

- Graham-Eagle, J; Schult, D

The effect of wind on combustion waves with reactant depletion*PROCEEDINGS OF THE ROYAL SOCIETY OF LONDON SERIES A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES*

- Alabert, A; Gyongy, I

On stochastic reaction-diffusion equations with singular force term*BERNOULLI*

- Mendez, V; Fort, J

Speed of reaction-transport processes - art. no. 011105*PHYSICAL REVIEW E*

- Zemlin, CW; Panfilov, AV

Spiral waves in excitable media with negative restitution - art. no. 041912*PHYSICAL REVIEW E*

- Oksendal, B; Vage, G; Zhao, HZ

Two properties of stochastic KPP equations: ergodicity and pathwise property*NONLINEARITY*

- Iibun, T; Sakamoto, K

Internal layers intersecting the boundary of domain in the Allen-Cahn equation*JAPAN JOURNAL OF INDUSTRIAL AND APPLIED MATHEMATICS*

- Chawla, MM; Al-Zanaidi, MA

An extended trapezoidal formula for the diffusion equation in two space dimensions*COMPUTERS & MATHEMATICS WITH APPLICATIONS*

- Byrne, HM; Gourley, SA

Global convergence in a reaction-diffusion equation with piecewise constant argument*MATHEMATICAL AND COMPUTER MODELLING*

- Regnier, H; Talay, D

Convergence rate of a branching stochastic particle method*COMPTES RENDUS DE L ACADEMIE DES SCIENCES SERIE I-MATHEMATIQUE*

- Kim, IC

Singular limits of Chematoxis-growth model*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Dickstein, F; Escobedo, M

A maximum principle for semilinear parabolic systems and applications*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Farkas, M

On time-periodic patterns*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Vishnevskii, MP

On the qualitative properties of solutions for quasilinear periodic mixed problems for equation of parabolic type with nonlocal terms*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Kalies, WD; VanderVorst, RCAM; Wanner, T

Slow motion in higher-order systems and Gamma-convergence in one space dimension*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Berge, B; Chueshov, ID; Vuillermot, PA

On the behavior of solutions to certain parabolic SPDE's driven by Wiener processes*STOCHASTIC PROCESSES AND THEIR APPLICATIONS*

- Chiu, C; Hoppensteadt, FC

Mathematical models and simulations of bacterial growth and chemotaxis in a diffusion gradient chamber*JOURNAL OF MATHEMATICAL BIOLOGY*

- Medvinsky, AB; Petrovskii, SV; Tikhonov, DA; Tikhonova, IA; Ivanitsky, GR; Venturino, E; Malchow, H

Biological factors underlying regularity and chaos in aquatic ecosystems: Simple models of complex dynamics*JOURNAL OF BIOSCIENCES*

- Heinze, S

Wave solutions to reaction-diffusion systems in perforated domains*ZEITSCHRIFT FUR ANALYSIS UND IHRE ANWENDUNGEN*

- Bates, PW; Lu, KN; Wang, BX

Attractors for lattice dynamical systems*INTERNATIONAL JOURNAL OF BIFURCATION AND CHAOS*

- Abia, LM; Lopez-Marcos, JC; Martinez, J

The Euler method in the numerical integration of reaction-diffusion problems with blow-up*APPLIED NUMERICAL MATHEMATICS*

- Tretyakov, MV; Fedotov, S

On the FKPP equation with Gaussian shear advection*PHYSICA D*

- Ramos, JI

The sine-Gordon equation in the finite line*APPLIED MATHEMATICS AND COMPUTATION*

- Ramos, JI; Soler, E

Domain decomposition techniques for reaction-diffusion equations in two-dimensional regions with re-entrant corners*APPLIED MATHEMATICS AND COMPUTATION*

- Petrovskii, SV; Malchow, H

Wave of chaos: New mechanism of pattern formation in spatio-temporal population dynamics*THEORETICAL POPULATION BIOLOGY*

- Chen, XF; Friedman, A

A free boundary problem arising in a model of wound healing*SIAM JOURNAL ON MATHEMATICAL ANALYSIS*

- Pinto, DJ; Ermentrout, GB

Spatially structured activity in synaptically coupled neuronal networks: I. Traveling fronts and pulses*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Doelman, A; Eckhaus, W; Kaper, TJ

Slowly modulated two-pulse solutions in the Gray-Scott model II: Geometrictheory, bifurcations, and splitting dynamics*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Buger, M

A description of the global attractor for a class of reaction-diffusion systems with periodic solutions*MATHEMATISCHE NACHRICHTEN*

- Pliss, VA; Sell, GR

Perturbations of normally hyperbolic manifolds with applications to the Navier-Stokes equations*JOURNAL OF DIFFERENTIAL EQUATIONS*

- Estep, DJ; Lunel, SMV; Williams, RD

Analysis of shear layers in a fluid with temperature-dependent viscosity*JOURNAL OF COMPUTATIONAL PHYSICS*

- Li, TL

Simulation of the postexposure bake process of chemically amplified resists by reaction-diffusion equations*JOURNAL OF COMPUTATIONAL PHYSICS*

- Balakrishnan, K; Ramachandran, PA

Osculatory interpolation in the method of fundamental solution for nonlinear Poisson problems*JOURNAL OF COMPUTATIONAL PHYSICS*

- Li, TL; Ting, JH

Optimal temperature-time condition for the post-exposure bake process of deep-UV resists*JAPANESE JOURNAL OF APPLIED PHYSICS PART 2-LETTERS*

- Bottino, DC

Computer simulations of mechanochemical coupling in a deforming domain: Applications to cell motion*MATHEMATICAL MODELS FOR BIOLOGICAL PATTERN FORMATION*

- Bieniasz, LK

Use of dynamically adaptive grid techniques for the solution of electrochemical kinetic equations - Part 5. A finite-difference, adaptive space/time grid strategy based on a patch-type local uniform spatial grid refinement, for kinetic models in one-dimensional space geometry*JOURNAL OF ELECTROANALYTICAL CHEMISTRY*

L.K. Bieniasz, "Use of dynamically adaptive grid techniques for the solution of electrochemical kinetic equations - Part 5. A finite-difference, adaptive space/time grid strategy based on a patch-type local uniform spatial grid refinement, for kinetic models in one-dimensional space geometry",*J ELEC CHEM*, 481(2), 2000, pp. 115-133 - Takase, H; Sleeman, BD

Non-existence of global solutions to anisotropic Fujita-type systems of semilinear parabolic equations*PROCEEDINGS OF THE ROYAL SOCIETY OF LONDON SERIES A-MATHEMATICAL PHYSICAL AND ENGINEERING SCIENCES*

- Antoncik, E

Analytical in-diffusion profiles of dopants in semiconductors*DEFECTS AND DIFFUSION IN SEMICONDUCTORS*

- Alikakos, ND; Chen, XF; Fusco, G

Motion of a droplet by surface tension along the boundary*CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS*

- Hutchinson, JE; Tonegawa, Y

Convergence of phase interfaces in the van der Waals-Cahn-Hilliard theory*CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS*

- Salsi, A; Groppi, M; Di Cola, G

Numerical approximation of reaction-diffusion problems in electrocardiology using probabilistic methods*MATHEMATICAL AND COMPUTER MODELLING*

- Balakrishnan, K; Ramachandran, PA

The method of fundamental solutions for linear diffusion-reaction equations*MATHEMATICAL AND COMPUTER MODELLING*

- Mickens, RE

Nonstandard finite difference schemes for reaction-diffusion equations having linear advection*NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS*

- Plastino, AR; Casas, M; Plastino, A

A nonextensive maximum entropy approach to a family of nonlinear reaction-diffusion equations*PHYSICA A*

- Fort, J; Pujol, T; Cukrowski, AS

Several-temperature systems: extended irreversible thermodynamics and thermal wavefront propagation*JOURNAL OF PHYSICS A-MATHEMATICAL AND GENERAL*

- Fleischmann, K; Vatutin, VA

An integral test for a critical multitype spatially homogeneous branching particle process and a related reaction-diffusion system*PROBABILITY THEORY AND RELATED FIELDS*

- Romero, JL; Gandarias, ML; Medina, E

Symmetries, periodic plane waves and blow-up of lambda-omega systems*PHYSICA D*

- Armaou, A; Christofides, PD

Feedback control of the Kuramoto-Sivashinsky equation*PHYSICA D*

- Figueiredo, W; Grandi, BCS

Competing spin dynamics in Ising systems*BRAZILIAN JOURNAL OF PHYSICS*

- Malchow, H

Non-equilibrium spatio-temporal patterns in models of non-linear plankton dynamics*FRESHWATER BIOLOGY*

- Ju, N

Numerical analysis of parabolic p-Laplacian: Approximation of trajectories*SIAM JOURNAL ON NUMERICAL ANALYSIS*

- Le Roux, MN

Numerical solution of nonlinear reaction diffusion processes*SIAM JOURNAL ON NUMERICAL ANALYSIS*

- Abdulla, UG; King, JR

Interface development and local solutions to reaction-diffusion equations*SIAM JOURNAL ON MATHEMATICAL ANALYSIS*

- Smith, HL; Zhao, XQ

Global asymptotic stability of traveling waves in delayed reaction-diffusion equations*SIAM JOURNAL ON MATHEMATICAL ANALYSIS*

- Norbury, J; Yeh, LC

The location and stability of interface solutions of an inhomogeneous parabolic problem*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Doelman, A; Eckhaus, W; Kaper, TJ

Slowly modulated two-pulse solutions in the Gray-Scott model I: Asymptoticconstruction and stability*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Wollkind, DJ; Stephenson, LE

Chemical Turing pattern formation analyses: Comparison of theory with experiment*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Stevens, A

The derivation of chemotaxis equations as limit dynamics of moderately interacting stochastic many-particle systems*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Evans, JD; King, JR

On the derivation of heterogeneous reaction kinetics from a homogeneous reaction model*SIAM JOURNAL ON APPLIED MATHEMATICS*

- Frank, SA

Within-host spatial dynamics of viruses and defective interfering particles*JOURNAL OF THEORETICAL BIOLOGY*

- Durrett, R; Levin, S

Lessons on pattern formation from planet WATOR*JOURNAL OF THEORETICAL BIOLOGY*

- Bandle, C; Levine, HA; Zhang, QS

Critical exponents of fujita type for inhomogeneous parabolic equations and systems*JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS*

- Deng, K; Levine, HA

The role of critical exponents in blow-up theorems: The sequel*JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS*

- de Pablo, A; Sanchez, A

Global travelling waves in reaction-convection-diffusion equations*JOURNAL OF DIFFERENTIAL EQUATIONS*

- Babin, AV; Sell, GR

Attractors of non-autonomous parabolic equations and their symmetry properties*JOURNAL OF DIFFERENTIAL EQUATIONS*

- Wagner, C

On the algebraic construction of multilevel transfer operators*COMPUTING*

- Cao, LL; Zhu, JP; Cinnella, P

An efficient computational method for simulations of reaction-diffusion processes*COMPUTER PHYSICS COMMUNICATIONS*

- Continillo, G; Faraoni, V; Maffettone, PL; Crescitelli, S

Non-linear dynamics of a self-igniting reaction-diffusion system*CHEMICAL ENGINEERING SCIENCE*

- Fiedler, B; Rocha, C

Orbit equivalence of global attractors of semilinear parabolic differential equations*TRANSACTIONS OF THE AMERICAN MATHEMATICAL SOCIETY*

- Rebouillat, S; Lyons, MEG; Bannon, T

Evaluation of the proton transfer kinetics of potential electrolytes in non-aqueous solutions using electrochemical techniques Part 1. Kinetic analysis of the general CE mechanism at stationary and rotating electrodes*JOURNAL OF SOLID STATE ELECTROCHEMISTRY*

- Gander, MJ

A waveform relaxation algorithm with overlapping splitting for reaction diffusion equations*NUMERICAL LINEAR ALGEBRA WITH APPLICATIONS*

- Arena, P; Fortuna, L; Branciforte, M

Reaction-diffusion CNN algorithms to generate and control artificial locomotion*IEEE TRANSACTIONS ON CIRCUITS AND SYSTEMS I-FUNDAMENTAL THEORY AND APPLICATIONS*

- Funaki, T

Singular limit for stochastic reaction-diffusion equation and generation of random interfaces*ACTA MATHEMATICA SINICA-ENGLISH SERIES*

- Hale, JK; Peletier, LA; Troy, WC

Stability and instability in the Gray-Scott model: The case of equal diffusivities*APPLIED MATHEMATICS LETTERS*

- Wu, L; Allen, MB

A two-grid method for mixed finite-element solution of reaction-diffusion equations*NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS*

- Mickens, RE

Nonstandard finite difference schemes for reaction-diffusion equations*NUMERICAL METHODS FOR PARTIAL DIFFERENTIAL EQUATIONS*

- YANG ZP; PAO CV

POSITIVE SOLUTIONS AND DYNAMICS OF SOME REACTION-DIFFUSION MODELS IN HIV TRANSMISSION*Nonlinear analysis*

- Chanillo, S; Kiessling, MKH

Curl-free Ginzburg-Landau vortices*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Feireisl, E

Front propagation for degenerate parabolic equations*NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS*

- Souplet, P

Geometry of unbounded domains, Poincare inequalities and stability in semilinear parabolic equations*COMMUNICATIONS IN PARTIAL DIFFERENTIAL EQUATIONS*

- Matos, J

Convergence of blow-up solutions of nonlinear heat equations in the supercritical case*PROCEEDINGS OF THE ROYAL SOCIETY OF EDINBURGH SECTION A-MATHEMATICS*

- Cohen, S; Rossignol, S

Sharp asymptotics for the multidimensional KPP equation*STOCHASTIC PROCESSES AND THEIR APPLICATIONS*

- Freidlin, MI; Sowers, RB

A comparison of homogenization and large deviations, with applications to wavefront propagation*STOCHASTIC PROCESSES AND THEIR APPLICATIONS*

- Raquepas, JB; Dockery, JD

Dynamics of a reaction-diffusion equation with nonlocal inhibition*PHYSICA D*

- Ramos, JI

Linearized methods for ordinary differential equations*APPLIED MATHEMATICS AND COMPUTATION*

- Dancer, EN; Polacik, P

Realization of vector fields and dynamics of spatially homogeneous parabolic equations*MEMOIRS OF THE AMERICAN MATHEMATICAL SOCIETY*

- Laurencot, P; Wrzosek, D

Coagulation model with partial diffusion*ZEITSCHRIFT FUR ANGEWANDTE MATHEMATIK UND PHYSIK*

- Durrett, R

Stochastic spatial models*SIAM REVIEW*

- Bonnet, A; Hamel, F

Existence of nonplanar solutions of a simple model of premixed Bunsen flames*SIAM JOURNAL ON MATHEMATICAL ANALYSIS*

- Le Roux, MN; Mainge, PE

Numerical solution of a fast diffusion equation*MATHEMATICS OF COMPUTATION*

- Nakamura, KI; Matano, H; Hilhorst, D; Schatzle, R

Singular limit of a reaction-diffusion equation with a spatially inhomogeneous reaction term*JOURNAL OF STATISTICAL PHYSICS*

- Ward, MJ; Stafford, D

Metastable dynamics and spatially inhomogeneous equilibria in dumbbell-shaped domains*STUDIES IN APPLIED MATHEMATICS*

- Fila, M; Quittner, P

The blow-up rate for a semilinear parabolic system*JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS*

- Valero, J

On locally compact attractors of dynamical systems*JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS*

- Zhang, QS

A priori estimates and the representation formula for all positive solutions to a semilinear parabolic problem*JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS*

- Fiedler, B; Rocha, C

Realization of meander permutations by boundary value problems*JOURNAL OF DIFFERENTIAL EQUATIONS*

- Norman, DE

Chemically reacting fluid flows: Weak solutions and global attractors*JOURNAL OF DIFFERENTIAL EQUATIONS*

- Pinsky, RG

Finite time blow-up for the inhomogeneous equation u(t)=Delta u+a(x)u(p)+lambda phi in R-d*PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY*

- Bellini, M

Target patterns: exact solutions of the Kuramoto equation*NUOVO CIMENTO DELLA SOCIETA ITALIANA DI FISICA B-GENERAL PHYSICS RELATIVITY ASTRONOMY AND MATHEMATICAL PHYSICS AND METHODS*

- He, JW; Glowinski, R; Metacalfe, R; Periaux, J

A numerical approach to the control and stabilization of advection-diffusion systems: Application to viscous drag reduction*INTERNATIONAL JOURNAL OF COMPUTATIONAL FLUID DYNAMICS*

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Documento generato il 22/10/20 alle ore 21:22:49