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“…This paper examines whether information asymmetries and agency costs vary across OECD countries depending on the nature of their financial system. …”

“…Levels of educational attainment do not only vary among countries, but also within them. In many countries, people with tertiary education – usually the most skilled people – are more highly represented in the capital region. …”

Tabla de Contenidos: “…-- 6 Le nombre d'espèces d'oiseaux varie-t-il selon les régions ? -- 7 Où trouve-t-on des oiseaux ? …”

Tabla de Contenidos: “…3.3.5 EXAMPLES -- 3.3.5.1 Range-Invariant Media -- 3.3.5.2 Range-Dependent Media -- 3.4 PARABOLIC EQUATION METHODS -- 3.4.1 INTERFACE CONDITIONS AT THE VERTICAL RANGE-SEGMENT INTERFACES -- 3.4.2 NUMERICAL SOLUTION METHODS -- 3.4.2.1 Start Solution -- 3.4.2.2 Rational-Function Approximations for the Relevant Operators -- 3.4.2.3 Depth Discretization and Range Integration -- 3.4.3 EXTENDED AND ALTERNATIVE PE APPROACHES -- 3.4.3.1 Extension to Media That Vary Regionwise Smoothly With Range and Depth -- 3.4.3.2 Coordinate Transformation Techniques -- 3.4.3.3 Two-Way PE Approaches -- 3.4.3.4 Extension to Fluid-Solid Media -- 3.4.4 EXAMPLES -- 3.5 FINITE-DIFFERENCE AND FINITE-ELEMENT METHODS -- 3.5.1 ONE-DIMENSIONAL FEM AND FDM FOR PARABOLIC AND NORMAL-MODE EQUATIONS -- 3.5.1.1 Application to Normal Modes -- 3.5.2 TWO-DIMENSIONAL FEM AND FDM FOR THE HELMHOLTZ EQUATION -- 3.5.2.1 FEM Discretization -- 3.5.2.2 FDM Discretization -- 3.5.2.3 Methods to Solve the Linear Equation System and Possibilities to Reduce Its Size -- 3.5.3 TIME-DOMAIN MODELING -- 3.5.3.1 FEM Discretization -- 3.5.3.2 FDM Discretization -- 3.5.3.3 Numerical Dispersion, Time Integration, and Stability -- 3.5.3.4 Including Absorption -- 3.5.3.5 Some Recent Developments -- 3.5.4 EXAMPLES -- 3.6 3-D SOUND PROPAGATION MODELS -- 3.6.1 MODELING HORIZONTAL REFRACTION BY A SLOPING BOTTOM OR CHANGING SOUND-SPEED PROFILE -- 3.6.1.1 Fourier Transformation With Respect to the y-Coordinate -- 3.6.1.2 Equations Relating the Modal Expansion Coefficients -- 3.6.1.3 Solution in Terms of Reflection-Coefficient Matrices -- 3.6.1.4 Final Remarks -- 3.6.2 MODELING DIFFRACTION AROUND A CYLINDRICALLY SYMMETRIC ANOMALY -- 3.6.2.1 Fourier Series With Respect to the φ Coordinate -- 3.6.2.2 Equations Relating the Modal Expansion Coefficients -- 3.6.2.3 Solution in Terms of Reflection-Coefficient Matrices…”