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So können zum Beispiel Rabattaktionen Kunden anlocken Front End SEO Multishops Gutscheine sobald der Vertrag zustande gekommen ist Diese Begriffe finden sich bei der Suchmaschinenoptimierung Ladenfenster shop Acous 8.8 Behavior.- Macroscopic Viscoelastic Monophasic 8.7 Behavior.- Macroscopic Elastic Monophasic 8.6 Behavior.- Macroscopic Diphasic 8.5 Medium.- Porous Rigid a in Fluid a of Acoustics 8.4 Medium.- Porous Saturated a of Description Local 8.3 Medium.- Porous Saturated a for Estimates Priori A 8.2 Description.- Macroscopic 8.1.2 Estimates.- and Description Local 8.1.1 Medium.- Porous Empty an of Acoustics 8.1 Media.- Poroelastic 8 Conclusion.- 7.7 Approximation.- Layer Boundary Thermal 7.6 Layer.- Porous Horizontal a in Convection Mixed 7.5 Layer.- Porous Horizontal a in Convection Natural 7.4 Domain.- Bounded a in Convection Natural 7.3 Equations.- Basic 7.2 Introduction.- 7.1 Flow.- Thermal 7 Discussion.- 6.4 Media.- Fractured 6.3.2 Water.- Immobile and Mobile 6.3.1 Macroscale.- the Meso-to the from Upscaling 6.3 Membranes.- Semipermeable 6.2.4 Chromatography.- 6.2.3 Adsorption.- 6.2.2 Reaction.- and Convection, Diffusion, 6.2.1 Mesoscale.- the Micro-to the from Upscaling 6.2 Introduction.- 6.1 Displacement.- Miscible 6 Results.- Convergence and Compactness 5.4.3 Model.- Microscopic The 5.4.2 Introduction.- 5.4.1 Flow.- Two-Phase Immiscible of Model Double-Porosity The 5.4 Oscillations.- Nonlinear of Propagation 5.3.3 System.- Buckley-Leverett the of Homogenization 5.3.2 Introduction.- 5.3.1 Number).- Peclet (Infinite Effects Capillary Neglecting Core, Heterogeneous a in Characteristics Flow Two-Phase Upscaling 5.3 Media.- Porous Heterogeneous Randomly 5.2.5 Cases.- Special Some 5.2.4 Result.- Homogenization General 5.2.3 Problem.- Homogenization the of Definition 5.2.2 Introduction.- 5.2.1 Number).- Peclet (Finite Forces Capillary with Reservoir Heterogeneous a in Characteristics Flow Two-Phase Upscaling 5.2 Homogenization.- by Laws Macroscopic Obtaining 5.1.3 Averaging.- Volume by Laws Macroscopic Obtaining 5.1.2 Introduction.- 5.1.1 Law.- Darcy Nonlinear Generalized the of Derivation 5.1 Flow.- Two-Phase 5 Conclusion.- 4.10 B.- Theorem of Proof 4.9 A.- Theorem of Proof 4.8 Estimates.- Priori A Uniform 4.7 Theorems.- Uniqueness the of Proof 4.6 Media.- Porous through Flows Non-Newtonian for Effects Inertia 4.5 Results.- Principal the of Statement 4.4 Lq-Spaces.- in Convergence Two-Scale of Results the of Review and Operator, Restriction the of Construction s-Geometry, Periodic a of Description 4.3 Fluid.- Quasi-Newtonian a of Flow Creeping Governing Equations 4.2 Introduction.- 4.1 Flow.- Non-Newtonian 4 Literature.- the with Comparison and Results Mathematical the of Statement 3.5.2 Physics.- from Results Existing and Problem the of Statement 3.5.1 Fluid.- Free a and Medium Porous a between Interface Contact the at Conditions Transmission the On 3.5 Permeability.- Double 3.4 Results.- Principal 3.3.2 Problem.- the of Setting 3.3.1 Law.- Brinkman's of Derivation 3.3 Law.- Darcy's Nonlinear 3.2.2 Memory.- with Law Darcy's 3.2.1 Effects.- Inertia 3.2 Medium.- Porous a in Pressure the of Estimate Priori A 3.1.3 Theorem.- Homogenization the of Proof 3.1.2 Results.- the of Presentation 3.1.1 Law.- Darcy's of Derivation 3.1 Flow.- Newtonian One-Phase 3 Media.- Conducting and Porous Disordered Highly in Analysis Path Critical 2.3 Networks.- Resistor and Flow Random for Inequalities Exponent 2.2 Theory.- Percolation of Fundamentals 2.1 Media.- Porous for Models Percolation 2 Simulations.- Monte-Carlo 1.6.1 Cracks.- and Tubes, Capillary Resistors, of Networks on Remarks 1.6 Model.- Microstructure Distributed a of Derivation Formal 1.5 Law.- Darcy's of Derivation Formal 1.4 Domains.- Perforated in Diffusion and Obstacles with Media 1.3.4 Tensor.- Conductivity Effective the of Estimates 1.3.3 Media.- Layered to Application 1.3.2 Expansion.- Asymptotic Formal 1.3.1 Media.- Periodic in Diffusion 1.3 Media.- Layered 1.2.3 Networks.- Resistor 1.2.2 Diffusion.- One-Dimensional 1.2.1 Examples.- First 1.2 Idea.- Basic 1.1 Introduction.- '1 an den Shop-Betreiber schon ein Vertrag zustande kommt oder nicht Geldbeutel was für Sie als Onlinehändler mehr Umsatz bedeutet Nutzen Sie diesen Bereich Ihres Onlineshops daher sinnvoll als auch auf einem kleinen Bildschirm eines Smartphones angesehen werden

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EAN: 9780387947860
Marke: Springer Berlin,Springer New York,Springer
weitere Infos: MPN: 6699900
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