Theory of Linear Models

Bent Jorgensen

1: Rectangular cartesian coordinates and rotation of axes; 2: Scalar and vector algebra; 3: Vector functions of a real variable. Differential geometry of curves; 4: Scalar and vector fields; 5: Line, surface and volume integrals; 6: Integral theorems; 7: Applications In Potential Theory; 8: Cartesian tensors; 9: Representation theorems for isotropic tensor functions