Applicable Analysis is concerned primarily with analysis that has application to scientific and engineering problems. Papers should indicate clearly an application of the mathematics involved. On the other hand, papers that are primarily concerned with modeling rather than analysis are outside the scope of the journal
General areas of analysis that are welcomed contain the areas of differential equations, with emphasis on PDEs, and integral equations, nonlinear analysis, applied functional analysis, theoretical numerical analysis and approximation theory. Areas of application, for instance, include the use of homogenization theory for electromagnetic phenomena, acoustic vibrations and other problems with multiple space and time scales, inverse problems for medical imaging and geophysics, variational methods for moving boundary problems, convex analysis for theoretical mechanics and analytical methods for spatial bio-mathematical models.
Peer Review Policy 
All submitted manuscripts are subject to initial appraisal by the Editor.  If found suitable for further consideration, papers are subject to peer review by independent, anonymous expert referees. All peer review is single blind and submissions can be made online at http://mc.manuscriptcentral.com/gapa.  

Publishing Ethics 
The Journal adheres to the highest standards of publishing ethics, with rigorous processes in place to ensure this is achieved. Taylor & Francis is a member of Committee of Publications Ethics (COPE) and utilises CrossCheck for all Journals. More information on our ethical standards and policies can be found here: http://authorservices.taylorandfrancis.com/ethics-for-authors/ 
The Journal has an appeals and complaints policy which can be viewed here: https://authorservices.taylorandfrancis.com/peer-review-appeals-and-complaints-from-authors/. 

Editors-in-Chief:
Robert P. Gilbert - Department of Material Sciences, 
Ruhr-University Bochum, 
Universitätsstraße 150, 
44801 Bochum, 
Germany 

Yongzhi Steve Xu - Department of Mathematics, 
University of Louisville, 
Louisville, 
KY 40292, 
USA 

Advisory Editors: 
John Ball - University of Oxford, UK 
Alain Bourgeat - Universite Claude Bernard Lyon 1, France 
Philippe Ciarlet - City University of Hong Kong, Hong Kong 
W. Lin - Zhongshan University, People's Republic of China 
Vladimir Maz’ya - Linköping University, Sweden 
Roger Temam - Indiana University, USA 
Michael S. Vogelius - Rutgers University, USA 

Associate Editors Board: 
Brahim Amaziane - Université de Pau, France 
Areas of expertise: homogenization, flow and transport in porous media, multiphase flow in porous media,finite volume methods, Multiscale analysis: modeling and computations 
George Avalos - University of Nebraska-Lincoln, USA 
Area of expertise: Analysis of PDEs of hyperbolic or parabolic type, PDEs of mixed composite type; e.g., equations of fluid-structure interaction; PDEs in control theory; Finite element analysis for PDE 
Constantin Bacuta - University of Delaware, USA 
Areas of expertise: Finite element method 
Philip Broadbridge - La Trobe University, Australia 
Areas of expertise: Nonlinear PDE with direct applications 
Erwin Brüning - University of KwaZulu Natal, South Africa 
Areas of expertise: Solving (nonlinear) PDEs, variational methods, operator theory, generalized functions, quantum information theory, mathematical physics 
Daomin Cao - Chinese Academy of Sciences, China 
Areas of expertise: PDE (especially elliptic equations), nonlinear analysis (especially variational methods), elliptic PDEs, nonlinear Schroedinger equations, critical point theory, nonlinear variational problems 
Siegfried Carl - Martin Luther University, Germany 
Areas of expertise: Smooth and nonsmooth variational problems of elliptic and parabolic type, elliptic parabolic problems, variational inequalities 
Der-Chen Chang - Georgetown University, USA 
Areas of expertise: Elliptic and sub-elliptic PDE, heat kernels, sub-riemannian geometric related to control problems 
Adrian Constantin - King's College London, UK 
Areas of expertise: PDE, ordinary differential equations, fluid mechanics, mathematical physics 
Ming Fang - Norfolk State University, USA 
Areas of expertise: Variational problems of elliptic and parabolic type and its applications, asymptotic methods, multiscale analysis, mathematical modeling in economics and finance 
Gung-Min Gie - University of Louisville, USA 
Areas of expertise: Asymptotic analysis of PDEs in fluid mechanics, Singular perturbations and boundary layers, Numerical methods for PDEs 
Gaston N’Guerekata - Morgan State University, USA 
Areas of expertise: Evolution equations, fractional differential equations and inclusions, operator theory: almost periodic and almost automorphic functions, spectral theory of bounded functions, fuzzy differential equations 
Professor Scott Hansen -  Iowa State University, USA 
Areas of expertise: Control theory of PDEs: controllability and stabilization, infinite dimensional systems theory; modeling of elastic, thermo-elastic and fluid-elastic structures, composite and layered plates; spectral methods and non-harmonic Fourier series 
Dinh Nho Hào - Hanoi Institute of Mathematics, VAST, Vietnam 
Areas of expertise: Inverse and Ill-Posed Problems, Numerical Analysis, Optimal Control of PDEs 
Benny Y. C. Hon - City University of Hong Kong, Hong Kong 
Areas of expertise: Numerical methods for inverse and ill-posed problems, Meshless computational methods, Integration-based computational methods  
Victor Isakov - The Wichita State University, USA 
Areas of expertise: Inverse problems in PDE 
George Jaiani - Tbilisi State University, Georgia 
Areas of expertise: Differential equations, mathematical modelling, continuum mechanics 
Michael Klibanov - University of North Carolina at Charlotte, USA 
Areas of expertise: Inverse and ill-posed problems 
Irena Lasiecka - University of Virginia, USA 
Areas of expertise: Evolution equations and semigroups, PDEs: parabolic, hyperbolic, linear, nonlinear, problems with interface (coupled evolutionary systems), calculus of variations, control theory: stabilization, controlability optimal control, mini-max, infinite dimensional system theory, dynamical systems and long time behavior as applied to PDEs, numerical analysis pertinent to evolutionary PDEs, optimization 
Kiseop Lee - University of Louisville, USA 
Areas of Expertise: Stochastic analysis, Mathematical finance, Stochastic optimal control, General probability theory 
Salvatore Leonardi - Universita degli Studi de Catania, Catania  
Areas of expertise: Existence, uniqueness and regularity of solutions of elliptic and parabolic PDE 
Robert Lipton - Louisiana State University, USA 
Rolando Magnanini - Universita di Firenze, Italy 
Areas of expertise: Elliptic and parabolic PDEs, geometric properties of solutions to PDEs 
Cristinel Mardare - Université Pierre et Marie Curie, France 
Areas of expertise: Mathematical elasticity, shell theory, elliptic equations 
Andro Mikelic - Universite Claude Bernard Lyon 1, France 
Areas of expertise: Homogenizations, nonlinear PDE linked to fluid mechanics, porous media flows 
Ming Mei - Champlain College St-Lambert & McGill University, Canada 
Areas of Expertise: hyperbolic conservation laws (Euller equations, Navier-Stokes equations) and time-delayed reaction-diffusion equations 
Boris Mordukhovich - Wayne State University, USA 
Areas of expertise: Variational analysis and generalized differentiation, optimization, optimal control, nonlinear analysis, equilibria 
Dumitru Motreanu - Université de Perpignan, France 
Areas of expertise: nonlinear elliptic boundary value problems; nonlinear eigenvalue problems; variational methods 
Yvonne Miao-Jung Ou - University of Delaware, USA 
Areas of expertise: dehomogenization for composite materials, time-reversal for elastic composites, mathematical biology for trabecular bones, Wave propagation in composite materials, multiwavelet methods for definite and indefinte Helmholtz equations 
Adrian Muntean -  Karlstad University, Sweden 
Areas of Expertise: Asymptotic methods in partial differential equations, multiscale modeling, interacting particle systems 
Zuhair Nashed - U niversity of Central Florida, USA 
Areas of expertise: Inverse problems, Nonlinear Functional Analysis and Integral Equations 
Grigory Panasenko - Université Jean Monnet, France 
Areas of expertise: Asymptotic methods, PDE, homogenization, mathematical modeling in mechanics of heterogeneous media 
Alexander Pankov - Morgan State Univeristy, USA 
Areas of expertise: nonlinear PDEs, homogenization, variational methods and critical point theory with applications to mathematical physics 
Andrey Piatnitski - Narvik University College, Norway and Lebedev Physical Institute, Russian Academy of Sciences, Moscow, Russia 
Areas of expertise: Homogenization, stochastic homogenization, singularly perturbed operators, thin and singular structures, variational approach in media with highly oscillating characteristics, behaviour at infinity of solutions to parabolic and elliptic PDE, random walk in random environment 
Donal O’Regan - National University of Ireland, Ireland 
Areas of expertise: Nonlinear analysis 
Michael Shearer - North Carolina State University, USA 
Areas of expertise: Fluid mechanics, hyperbolic PDE, granular materials 
Junping Shi - College of William and Mary, USA 
Areas of expertise: Reaction-diffusion modeling and analysis, mathematical biology, bifurcation theory, nonlinear elliptic equations/systems 
Meir Shillor - Oakland University, USA 
Areas of expertise: Modeling and analysis of contact problems, variational inequalities, free boundary problems, PDEs 
Ralph E. Showalter - Oregon State University, USA 
Areas of expertise: Singular or degenerate nonlinear evolution equations, parabolic partial differential equations, related variational inequalities and free-boundary problems, initial-boundary-value problems of mechanics and diffusion (especially deformable porous media), pseudo-parabolic or Sobolev-type PDE 
Lukasz Stettner - Institute of Mathematics, Polish Academy of Sciences, Poland 
Area of expertise: stochastic control: optimal stopping, impulse control, control of diffusion and Levy processes, nonlinear filtering, control with partial observation, stochastic analysis, mathematics of finance  
Jiguang Sun - Michigan Technological University, USA 
Areas of expertise: eigenvalue problems, finite element method, electromagnetic, inverse scattering problems, spectral theory. 
R. Triggiani - University of Virginia, USA 
B. Vainberg - University of North Carolina at Charlotte, USA 
Areas of expertise: Linear PDE, asymptotic methods, scattering and spectral theory 
Jianzhong Wang - Sam Houston State University, USA 
Areas of expertise: Wavelet analysis, dimensionality reduction and compressive sensing, manifold machine learning, mathematical images 
Dinghua Xu -  Zhejiang Sci-Tech University and Shanghai University of Finance and Economics, China 
Areas of Expertise: Computable modeling, Parabolic equations, Inverse problems. 
Masahiro Yamamoto - The University of Tokyo, Japan 
Areas of expertise: Inverse problems, ill-posed problems, these theories and its numerical analysis, applications to the real world 
Jen-Chih Yao - National Sun Yat-Sen University, Taiwan 
Areas of expertise: Variational analysis, optimal control, variational inequalities, optimization, calculus of variation 
Irwin Yousept -  Universität Duisburg-Essen, Germany 
Areas of expertise: Optimal control of PDEs, Maxwell's equations, electromagnetic phenomena, numerical analysis, inverse problems 
Bo Zhang - Chinese Academy of Sciences, China 
Areas of expertise: Scattering theory, inverse problems, computational wave propagation, boundary integral equations 
Jun Zou - The Chinese University of Hong Kong, Hong Kong 
Areas of expertise: Numerical PDEs, fast solvers, numerical methods for inverse problems, inverse scattering, parameter identification, identifiability, convergence and error estimates of numerical methods 
Xingfu Zou - University of Western Ontario, Canada 
Areas of expertise: Ordinary and delay differential equations, reaction diffusion equations