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SIMULATIONS OF THE LIFSHITZ–SLYOZOV EQUATIONS: THE ROLE OF COAGULATION TERMS IN THE ASYMPTOTIC BEHAVIOR

SIMULATIONS OF THE LIFSHITZ–SLYOZOV EQUATIONS: THE ROLE OF COAGULATION TERMS IN THE ASYMPTOTIC BEHAVIOR . Mathematical Models & Methods in Applied Sciences , , .

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DETERMINATION OF THE EQUIVALENT ANISOTROPY PROPERTIES OF POLYCRYSTALLINE MAGNETIC MATERIALS: THEORETICAL ASPECTS AND NUMERICAL ANALYSIS

DETERMINATION OF THE EQUIVALENT ANISOTROPY PROPERTIES OF POLYCRYSTALLINE MAGNETIC MATERIALS: THEORETICAL ASPECTS AND NUMERICAL ANALYSIS . Mathematical Models & Methods in Applied Sciences , , .

. "DETERMINATION OF THE EQUIVALENT ANISOTROPY PROPERTIES OF POLYCRYSTALLINE MAGNETIC MATERIALS: THEORETICAL ASPECTS AND NUMERICAL ANALYSIS ". Mathematical Models & Methods in Applied Sciences : .

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MOMENT PRESERVING FINITE VOLUME SCHEMES FOR SOLVING POPULATION BALANCE EQUATIONS INCORPORATING AGGREGATION, BREAKAGE, GROWTH AND SOURCE TERMS

MOMENT PRESERVING FINITE VOLUME SCHEMES FOR SOLVING POPULATION BALANCE EQUATIONS INCORPORATING AGGREGATION, BREAKAGE, GROWTH AND SOURCE TERMS . Mathematical Models & Methods in Applied Sciences , , .

. "MOMENT PRESERVING FINITE VOLUME SCHEMES FOR SOLVING POPULATION BALANCE EQUATIONS INCORPORATING AGGREGATION, BREAKAGE, GROWTH AND SOURCE TERMS ". Mathematical Models & Methods in Applied Sciences : .

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. "MOMENT PRESERVING FINITE VOLUME SCHEMES FOR SOLVING POPULATION BALANCE EQUATIONS INCORPORATING AGGREGATION, BREAKAGE, GROWTH AND SOURCE TERMS " Mathematical Models & Methods in Applied Sciences, (): .

QUASI-STATIC EVOLUTIONS IN LINEAR PERFECT PLASTICITY AS A VARIATIONAL LIMIT OF FINITE PLASTICITY: A ONE-DIMENSIONAL CASE

QUASI-STATIC EVOLUTIONS IN LINEAR PERFECT PLASTICITY AS A VARIATIONAL LIMIT OF FINITE PLASTICITY: A ONE-DIMENSIONAL CASE . Mathematical Models & Methods in Applied Sciences , , .

. "QUASI-STATIC EVOLUTIONS IN LINEAR PERFECT PLASTICITY AS A VARIATIONAL LIMIT OF FINITE PLASTICITY: A ONE-DIMENSIONAL CASE ". Mathematical Models & Methods in Applied Sciences : .

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SELECTION AND ASSESSMENT OF PHENOMENOLOGICAL MODELS OF TUMOR GROWTH

SELECTION AND ASSESSMENT OF PHENOMENOLOGICAL MODELS OF TUMOR GROWTH . Mathematical Models & Methods in Applied Sciences , , .

. "SELECTION AND ASSESSMENT OF PHENOMENOLOGICAL MODELS OF TUMOR GROWTH ". Mathematical Models & Methods in Applied Sciences : .

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KINETIC LIMITS FOR PAIR-INTERACTION DRIVEN MASTER EQUATIONS AND BIOLOGICAL SWARM MODELS

KINETIC LIMITS FOR PAIR-INTERACTION DRIVEN MASTER EQUATIONS AND BIOLOGICAL SWARM MODELS . Mathematical Models & Methods in Applied Sciences , , .

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, . KINETIC LIMITS FOR PAIR-INTERACTION DRIVEN MASTER EQUATIONS AND BIOLOGICAL SWARM MODELS . Mathematical Models & Methods in Applied Sciences, , .

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SINGULARITIES OF STATIONARY SOLUTIONS TO THE VLASOV–POISSON SYSTEM IN A POLYGON

SINGULARITIES OF STATIONARY SOLUTIONS TO THE VLASOV–POISSON SYSTEM IN A POLYGON. Mathematical Models & Methods in Applied Sciences , , .

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A TWO-SPECIES HYDRODYNAMIC MODEL OF PARTICLES INTERACTING THROUGH SELF-ALIGNMENT

A TWO-SPECIES HYDRODYNAMIC MODEL OF PARTICLES INTERACTING THROUGH SELF-ALIGNMENT. Mathematical Models & Methods in Applied Sciences , , .

. "A TWO-SPECIES HYDRODYNAMIC MODEL OF PARTICLES INTERACTING THROUGH SELF-ALIGNMENT". Mathematical Models & Methods in Applied Sciences : .

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BDDC PRECONDITIONERS FOR ISOGEOMETRIC ANALYSIS

BDDC PRECONDITIONERS FOR ISOGEOMETRIC ANALYSIS. Mathematical Models & Methods in Applied Sciences , , .

. "BDDC PRECONDITIONERS FOR ISOGEOMETRIC ANALYSIS". Mathematical Models & Methods in Applied Sciences : .

, . BDDC PRECONDITIONERS FOR ISOGEOMETRIC ANALYSIS. Mathematical Models & Methods in Applied Sciences, , .

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PROPAGATION OF CHAOS IN A COAGULATION MODEL

PROPAGATION OF CHAOS IN A COAGULATION MODEL. Mathematical Models & Methods in Applied Sciences , , .

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COMPETING EFFECTS OF ATTRACTION VS. REPULSION IN CHEMOTAXIS

COMPETING EFFECTS OF ATTRACTION VS. REPULSION IN CHEMOTAXIS. Mathematical Models & Methods in Applied Sciences , , .

. "COMPETING EFFECTS OF ATTRACTION VS. REPULSION IN CHEMOTAXIS". Mathematical Models & Methods in Applied Sciences : .

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THE VLASOV–POISSON–BOLTZMANN SYSTEM FOR SOFT POTENTIALS

THE VLASOV–POISSON–BOLTZMANN SYSTEM FOR SOFT POTENTIALS. Mathematical Models & Methods in Applied Sciences , , .

. "THE VLASOV–POISSON–BOLTZMANN SYSTEM FOR SOFT POTENTIALS". Mathematical Models & Methods in Applied Sciences : .

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Lp-THEORY FOR VECTOR POTENTIALS AND SOBOLEV'S INEQUALITIES FOR VECTOR FIELDS: APPLICATION TO THE STOKES EQUATIONS WITH PRESSURE BOUNDARY CONDITIONS

Lp-THEORY FOR VECTOR POTENTIALS AND SOBOLEV'S INEQUALITIES FOR VECTOR FIELDS: APPLICATION TO THE STOKES EQUATIONS WITH PRESSURE BOUNDARY CONDITIONS. Mathematical Models & Methods in Applied Sciences , , .

. "Lp-THEORY FOR VECTOR POTENTIALS AND SOBOLEV'S INEQUALITIES FOR VECTOR FIELDS: APPLICATION TO THE STOKES EQUATIONS WITH PRESSURE BOUNDARY CONDITIONS". Mathematical Models & Methods in Applied Sciences : .

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. "Lp-THEORY FOR VECTOR POTENTIALS AND SOBOLEV'S INEQUALITIES FOR VECTOR FIELDS: APPLICATION TO THE STOKES EQUATIONS WITH PRESSURE BOUNDARY CONDITIONS" Mathematical Models & Methods in Applied Sciences, (): .

A FUNCTIONAL DIFFERENTIAL EQUATION MODEL FOR BIOLOGICAL CELL SORTING DUE TO DIFFERENTIAL ADHESION

A FUNCTIONAL DIFFERENTIAL EQUATION MODEL FOR BIOLOGICAL CELL SORTING DUE TO DIFFERENTIAL ADHESION. Mathematical Models & Methods in Applied Sciences , , .

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. "A FUNCTIONAL DIFFERENTIAL EQUATION MODEL FOR BIOLOGICAL CELL SORTING DUE TO DIFFERENTIAL ADHESION" Mathematical Models & Methods in Applied Sciences, (): .

A MATHEMATICAL MODEL FOR CELL-INDUCED GEL COMPACTION IN VITRO

A MATHEMATICAL MODEL FOR CELL-INDUCED GEL COMPACTION IN VITRO. Mathematical Models & Methods in Applied Sciences , , .

. "A MATHEMATICAL MODEL FOR CELL-INDUCED GEL COMPACTION IN VITRO". Mathematical Models & Methods in Applied Sciences : .

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. "A MATHEMATICAL MODEL FOR CELL-INDUCED GEL COMPACTION IN VITRO" Mathematical Models & Methods in Applied Sciences, (): .

CONVERGENCE OF A CANCER INVASION MODEL TO A LOGISTIC CHEMOTAXIS MODEL

CONVERGENCE OF A CANCER INVASION MODEL TO A LOGISTIC CHEMOTAXIS MODEL. Mathematical Models & Methods in Applied Sciences , , .

. "CONVERGENCE OF A CANCER INVASION MODEL TO A LOGISTIC CHEMOTAXIS MODEL". Mathematical Models & Methods in Applied Sciences : .

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. "CONVERGENCE OF A CANCER INVASION MODEL TO A LOGISTIC CHEMOTAXIS MODEL" Mathematical Models & Methods in Applied Sciences, (): .

BASIC PRINCIPLES OF VIRTUAL ELEMENT METHODS

BASIC PRINCIPLES OF VIRTUAL ELEMENT METHODS. Mathematical Models & Methods in Applied Sciences , , .

. "BASIC PRINCIPLES OF VIRTUAL ELEMENT METHODS". Mathematical Models & Methods in Applied Sciences : .

, . BASIC PRINCIPLES OF VIRTUAL ELEMENT METHODS. Mathematical Models & Methods in Applied Sciences, , .

. "BASIC PRINCIPLES OF VIRTUAL ELEMENT METHODS" Mathematical Models & Methods in Applied Sciences, (): .

A VANISHING VISCOSITY APPROACH TO A RATE-INDEPENDENT DAMAGE MODEL

A VANISHING VISCOSITY APPROACH TO A RATE-INDEPENDENT DAMAGE MODEL. Mathematical Models & Methods in Applied Sciences , , .

. "A VANISHING VISCOSITY APPROACH TO A RATE-INDEPENDENT DAMAGE MODEL". Mathematical Models & Methods in Applied Sciences : .

, . A VANISHING VISCOSITY APPROACH TO A RATE-INDEPENDENT DAMAGE MODEL. Mathematical Models & Methods in Applied Sciences, , .

. "A VANISHING VISCOSITY APPROACH TO A RATE-INDEPENDENT DAMAGE MODEL" Mathematical Models & Methods in Applied Sciences, (): .

ON THE CONTROL OF THE MOTION OF A BOAT

ON THE CONTROL OF THE MOTION OF A BOAT. Mathematical Models & Methods in Applied Sciences , , .

. "ON THE CONTROL OF THE MOTION OF A BOAT". Mathematical Models & Methods in Applied Sciences : .

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. "ON THE CONTROL OF THE MOTION OF A BOAT" Mathematical Models & Methods in Applied Sciences, (): .

ISOGEOMETRIC DIVERGENCE-CONFORMING B-SPLINES FOR THE DARCY–STOKES–BRINKMAN EQUATIONS

ISOGEOMETRIC DIVERGENCE-CONFORMING B-SPLINES FOR THE DARCY–STOKES–BRINKMAN EQUATIONS. Mathematical Models & Methods in Applied Sciences , , .

. "ISOGEOMETRIC DIVERGENCE-CONFORMING B-SPLINES FOR THE DARCY–STOKES–BRINKMAN EQUATIONS". Mathematical Models & Methods in Applied Sciences : .

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. "ISOGEOMETRIC DIVERGENCE-CONFORMING B-SPLINES FOR THE DARCY–STOKES–BRINKMAN EQUATIONS" Mathematical Models & Methods in Applied Sciences, (): .

NONLINEAR THIN-WALLED BEAMS WITH A RECTANGULAR CROSS-SECTION — PART II

NONLINEAR THIN-WALLED BEAMS WITH A RECTANGULAR CROSS-SECTION — PART II. Mathematical Models & Methods in Applied Sciences , , .

. "NONLINEAR THIN-WALLED BEAMS WITH A RECTANGULAR CROSS-SECTION — PART II". Mathematical Models & Methods in Applied Sciences : .

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. "NONLINEAR THIN-WALLED BEAMS WITH A RECTANGULAR CROSS-SECTION — PART II" Mathematical Models & Methods in Applied Sciences, (): .

LOCAL CHEBYSHEV PROJECTION–INTERPOLATION OPERATOR AND APPLICATION TO THE h–p VERSION OF THE FINITE ELEMENT METHOD IN THREE DIMENSIONS

LOCAL CHEBYSHEV PROJECTION–INTERPOLATION OPERATOR AND APPLICATION TO THE h–p VERSION OF THE FINITE ELEMENT METHOD IN THREE DIMENSIONS. Mathematical Models & Methods in Applied Sciences , , .

. "LOCAL CHEBYSHEV PROJECTION–INTERPOLATION OPERATOR AND APPLICATION TO THE h–p VERSION OF THE FINITE ELEMENT METHOD IN THREE DIMENSIONS". Mathematical Models & Methods in Applied Sciences : .

, . LOCAL CHEBYSHEV PROJECTION–INTERPOLATION OPERATOR AND APPLICATION TO THE h–p VERSION OF THE FINITE ELEMENT METHOD IN THREE DIMENSIONS. Mathematical Models & Methods in Applied Sciences, , .

. "LOCAL CHEBYSHEV PROJECTION–INTERPOLATION OPERATOR AND APPLICATION TO THE h–p VERSION OF THE FINITE ELEMENT METHOD IN THREE DIMENSIONS" Mathematical Models & Methods in Applied Sciences, (): .

MIXED FINITE ELEMENT METHODS: IMPLEMENTATION WITH ONE UNKNOWN PER ELEMENT, LOCAL FLUX EXPRESSIONS, POSITIVITY, POLYGONAL MESHES, AND RELATIONS TO OTHER METHODS

MIXED FINITE ELEMENT METHODS: IMPLEMENTATION WITH ONE UNKNOWN PER ELEMENT, LOCAL FLUX EXPRESSIONS, POSITIVITY, POLYGONAL MESHES, AND RELATIONS TO OTHER METHODS. Mathematical Models & Methods in Applied Sciences , , .

. "MIXED FINITE ELEMENT METHODS: IMPLEMENTATION WITH ONE UNKNOWN PER ELEMENT, LOCAL FLUX EXPRESSIONS, POSITIVITY, POLYGONAL MESHES, AND RELATIONS TO OTHER METHODS". Mathematical Models & Methods in Applied Sciences : .

, . MIXED FINITE ELEMENT METHODS: IMPLEMENTATION WITH ONE UNKNOWN PER ELEMENT, LOCAL FLUX EXPRESSIONS, POSITIVITY, POLYGONAL MESHES, AND RELATIONS TO OTHER METHODS. Mathematical Models & Methods in Applied Sciences, , .

. "MIXED FINITE ELEMENT METHODS: IMPLEMENTATION WITH ONE UNKNOWN PER ELEMENT, LOCAL FLUX EXPRESSIONS, POSITIVITY, POLYGONAL MESHES, AND RELATIONS TO OTHER METHODS" Mathematical Models & Methods in Applied Sciences, (): .

A DRIFT–DIFFUSION–REACTION MODEL FOR EXCITONIC PHOTOVOLTAIC BILAYERS: ASYMPTOTIC ANALYSIS AND A 2D HDG FINITE ELEMENT SCHEME

A DRIFT–DIFFUSION–REACTION MODEL FOR EXCITONIC PHOTOVOLTAIC BILAYERS: ASYMPTOTIC ANALYSIS AND A 2D HDG FINITE ELEMENT SCHEME. Mathematical Models & Methods in Applied Sciences , , .

. "A DRIFT–DIFFUSION–REACTION MODEL FOR EXCITONIC PHOTOVOLTAIC BILAYERS: ASYMPTOTIC ANALYSIS AND A 2D HDG FINITE ELEMENT SCHEME". Mathematical Models & Methods in Applied Sciences : .

, . A DRIFT–DIFFUSION–REACTION MODEL FOR EXCITONIC PHOTOVOLTAIC BILAYERS: ASYMPTOTIC ANALYSIS AND A 2D HDG FINITE ELEMENT SCHEME. Mathematical Models & Methods in Applied Sciences, , .

. "A DRIFT–DIFFUSION–REACTION MODEL FOR EXCITONIC PHOTOVOLTAIC BILAYERS: ASYMPTOTIC ANALYSIS AND A 2D HDG FINITE ELEMENT SCHEME" Mathematical Models & Methods in Applied Sciences, (): .

HOMOGENIZATION OF ELASTIC WAVES IN FLUID-SATURATED POROUS MEDIA USING THE BIOT MODEL

HOMOGENIZATION OF ELASTIC WAVES IN FLUID-SATURATED POROUS MEDIA USING THE BIOT MODEL. Mathematical Models & Methods in Applied Sciences , , .

. "HOMOGENIZATION OF ELASTIC WAVES IN FLUID-SATURATED POROUS MEDIA USING THE BIOT MODEL". Mathematical Models & Methods in Applied Sciences : .

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. "HOMOGENIZATION OF ELASTIC WAVES IN FLUID-SATURATED POROUS MEDIA USING THE BIOT MODEL" Mathematical Models & Methods in Applied Sciences, (): .

NUMERICAL GRADIENT FLOW DISCRETIZATION OF VISCOUS THIN FILMS ON CURVED GEOMETRIES

NUMERICAL GRADIENT FLOW DISCRETIZATION OF VISCOUS THIN FILMS ON CURVED GEOMETRIES. Mathematical Models & Methods in Applied Sciences , , .

. "NUMERICAL GRADIENT FLOW DISCRETIZATION OF VISCOUS THIN FILMS ON CURVED GEOMETRIES". Mathematical Models & Methods in Applied Sciences : .

, . NUMERICAL GRADIENT FLOW DISCRETIZATION OF VISCOUS THIN FILMS ON CURVED GEOMETRIES. Mathematical Models & Methods in Applied Sciences, , .

. "NUMERICAL GRADIENT FLOW DISCRETIZATION OF VISCOUS THIN FILMS ON CURVED GEOMETRIES" Mathematical Models & Methods in Applied Sciences, (): .

FROM THE MODELING OF THE IMMUNE HALLMARKS OF CANCER TO A BLACK SWAN IN BIOLOGY

FROM THE MODELING OF THE IMMUNE HALLMARKS OF CANCER TO A BLACK SWAN IN BIOLOGY. Mathematical Models & Methods in Applied Sciences , , .

. "FROM THE MODELING OF THE IMMUNE HALLMARKS OF CANCER TO A BLACK SWAN IN BIOLOGY". Mathematical Models & Methods in Applied Sciences : .

, . FROM THE MODELING OF THE IMMUNE HALLMARKS OF CANCER TO A BLACK SWAN IN BIOLOGY. Mathematical Models & Methods in Applied Sciences, , .

. "FROM THE MODELING OF THE IMMUNE HALLMARKS OF CANCER TO A BLACK SWAN IN BIOLOGY" Mathematical Models & Methods in Applied Sciences, (): .

CHALLENGES AND DIRECTIONS IN COMPUTATIONAL FLUID–STRUCTURE INTERACTION

CHALLENGES AND DIRECTIONS IN COMPUTATIONAL FLUID–STRUCTURE INTERACTION. Mathematical Models & Methods in Applied Sciences , , .

. "CHALLENGES AND DIRECTIONS IN COMPUTATIONAL FLUID–STRUCTURE INTERACTION". Mathematical Models & Methods in Applied Sciences : .

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. "CHALLENGES AND DIRECTIONS IN COMPUTATIONAL FLUID–STRUCTURE INTERACTION" Mathematical Models & Methods in Applied Sciences, (): .

SPACE–TIME VMS METHODS FOR MODELING OF INCOMPRESSIBLE FLOWS AT HIGH REYNOLDS NUMBER

SPACE–TIME VMS METHODS FOR MODELING OF INCOMPRESSIBLE FLOWS AT HIGH REYNOLDS NUMBER. Mathematical Models & Methods in Applied Sciences , , .

. "SPACE–TIME VMS METHODS FOR MODELING OF INCOMPRESSIBLE FLOWS AT HIGH REYNOLDS NUMBER". Mathematical Models & Methods in Applied Sciences : .

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. "SPACE–TIME VMS METHODS FOR MODELING OF INCOMPRESSIBLE FLOWS AT HIGH REYNOLDS NUMBER" Mathematical Models & Methods in Applied Sciences, (): .

STRUCTURAL MECHANICS MODELING AND FSI SIMULATION OF WIND TURBINES

STRUCTURAL MECHANICS MODELING AND FSI SIMULATION OF WIND TURBINES. Mathematical Models & Methods in Applied Sciences , , .

. "STRUCTURAL MECHANICS MODELING AND FSI SIMULATION OF WIND TURBINES". Mathematical Models & Methods in Applied Sciences : .

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. "STRUCTURAL MECHANICS MODELING AND FSI SIMULATION OF WIND TURBINES" Mathematical Models & Methods in Applied Sciences, (): .

A MOVING-MESH GRADIENT SMOOTHING METHOD FOR COMPRESSIBLE CFD PROBLEMS

A MOVING-MESH GRADIENT SMOOTHING METHOD FOR COMPRESSIBLE CFD PROBLEMS. Mathematical Models & Methods in Applied Sciences , , .

. "A MOVING-MESH GRADIENT SMOOTHING METHOD FOR COMPRESSIBLE CFD PROBLEMS". Mathematical Models & Methods in Applied Sciences : .

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. "A MOVING-MESH GRADIENT SMOOTHING METHOD FOR COMPRESSIBLE CFD PROBLEMS" Mathematical Models & Methods in Applied Sciences, (): .

METHODS FOR FSI MODELING OF SPACECRAFT PARACHUTE DYNAMICS AND COVER SEPARATION

METHODS FOR FSI MODELING OF SPACECRAFT PARACHUTE DYNAMICS AND COVER SEPARATION. Mathematical Models & Methods in Applied Sciences , , .

. "METHODS FOR FSI MODELING OF SPACECRAFT PARACHUTE DYNAMICS AND COVER SEPARATION". Mathematical Models & Methods in Applied Sciences : .

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. "METHODS FOR FSI MODELING OF SPACECRAFT PARACHUTE DYNAMICS AND COVER SEPARATION" Mathematical Models & Methods in Applied Sciences, (): .

A COMPRESSIBLE LAGRANGIAN FRAMEWORK FOR MODELING THE FLUID–STRUCTURE INTERACTION IN THE UNDERWATER IMPLOSION OF AN ALUMINUM CYLINDER

A COMPRESSIBLE LAGRANGIAN FRAMEWORK FOR MODELING THE FLUID–STRUCTURE INTERACTION IN THE UNDERWATER IMPLOSION OF AN ALUMINUM CYLINDER. Mathematical Models & Methods in Applied Sciences , , .

. "A COMPRESSIBLE LAGRANGIAN FRAMEWORK FOR MODELING THE FLUID–STRUCTURE INTERACTION IN THE UNDERWATER IMPLOSION OF AN ALUMINUM CYLINDER". Mathematical Models & Methods in Applied Sciences : .

, . A COMPRESSIBLE LAGRANGIAN FRAMEWORK FOR MODELING THE FLUID–STRUCTURE INTERACTION IN THE UNDERWATER IMPLOSION OF AN ALUMINUM CYLINDER. Mathematical Models & Methods in Applied Sciences, , .

. "A COMPRESSIBLE LAGRANGIAN FRAMEWORK FOR MODELING THE FLUID–STRUCTURE INTERACTION IN THE UNDERWATER IMPLOSION OF AN ALUMINUM CYLINDER" Mathematical Models & Methods in Applied Sciences, (): .

A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES

A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES. Mathematical Models & Methods in Applied Sciences , , .

. "A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES". Mathematical Models & Methods in Applied Sciences : .

, . A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES. Mathematical Models & Methods in Applied Sciences, , .

. "A REDUCED-ORDER ODE–PDE MODEL FOR THE ACTIVATED SLUDGE PROCESS IN WASTEWATER TREATMENT: CLASSIFICATION AND STABILITY OF STEADY STATES" Mathematical Models & Methods in Applied Sciences, (): .

MULTI-DIMENSIONAL SCALAR CONSERVATION LAWS WITH FLUXES DISCONTINUOUS IN THE UNKNOWN AND THE SPATIAL VARIABLE

MULTI-DIMENSIONAL SCALAR CONSERVATION LAWS WITH FLUXES DISCONTINUOUS IN THE UNKNOWN AND THE SPATIAL VARIABLE. Mathematical Models & Methods in Applied Sciences , , .

. "MULTI-DIMENSIONAL SCALAR CONSERVATION LAWS WITH FLUXES DISCONTINUOUS IN THE UNKNOWN AND THE SPATIAL VARIABLE". Mathematical Models & Methods in Applied Sciences : .

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. "MULTI-DIMENSIONAL SCALAR CONSERVATION LAWS WITH FLUXES DISCONTINUOUS IN THE UNKNOWN AND THE SPATIAL VARIABLE" Mathematical Models & Methods in Applied Sciences, (): .

DECAY RATES TO VISCOUS CONTACT WAVES FOR A 1D COMPRESSIBLE RADIATION HYDRODYNAMICS MODEL

DECAY RATES TO VISCOUS CONTACT WAVES FOR A 1D COMPRESSIBLE RADIATION HYDRODYNAMICS MODEL. Mathematical Models & Methods in Applied Sciences , , .

. "DECAY RATES TO VISCOUS CONTACT WAVES FOR A 1D COMPRESSIBLE RADIATION HYDRODYNAMICS MODEL". Mathematical Models & Methods in Applied Sciences : .

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. "DECAY RATES TO VISCOUS CONTACT WAVES FOR A 1D COMPRESSIBLE RADIATION HYDRODYNAMICS MODEL" Mathematical Models & Methods in Applied Sciences, (): .

A PHENOMENOLOGICAL OPERATOR DESCRIPTION OF INTERACTIONS BETWEEN POPULATIONS WITH APPLICATIONS TO MIGRATION

A PHENOMENOLOGICAL OPERATOR DESCRIPTION OF INTERACTIONS BETWEEN POPULATIONS WITH APPLICATIONS TO MIGRATION. Mathematical Models & Methods in Applied Sciences , , .

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A NONLOCAL VECTOR CALCULUS, NONLOCAL VOLUME-CONSTRAINED PROBLEMS, AND NONLOCAL BALANCE LAWS

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