References
- BOLIN, B. and CHARNEY, J. G., 1951: Numerical Ten-dency Computations from the Barotropic Vorticity Equation. Tellus, 3, pp. 248–257.
- CHARNEY, G., 1949: On a Physical Basis for Numerical Prediction of Large-Scale Motions in the Atmosphere. J. Meteor., 6, pp. 371–385.
- CHARNEY, J. G., FJORTOFT, R. and VON NEUMANN, J., 1950: Numerical Integration of the Barotropic Vor-ticity Equation. Tellus, 2, pp. 237–254.
- CRAIG, R. A., 1945: A Solution of the Nonlinear Vor-ticity Equation for Atmospheric Motion. J. Meteor., 2, pp. 175–178.
- DEDEBANT, G. and WEHRLÉ, PH., 1933: L'équation du Tourbillon Synoptique et son Application à la Thiorie du Systeme Nuagcux. U. G. G. I. Cinqui6ne AssenibWe Générale. Lisbonne 1933. Proc. Verb. de L' A. I. M. 2, pp. 117–144.
- ELIASSEN, A., 1952: Simplified Dynamic Models of the Atmosphere Designed for the Purpose of Numerical Weather Prediction. Tellus, 4, pp. 145–156.
- HÖILAND, E., 1950: On Horizontal Motion in a Rotating Fluid. Geof. Publ. 07, No. 10, pp. 5–26.
- SAWYER, J. S., 1949: Large Scale Vertical Motion in the Atmosphere. Quart. Jour. R. M. S. 75, pp. 185.
- Staff Members, University of Stockholm, 1952: Preli-minary Report on the Prognostic Value of Baro-tropic Models in the Forecasting of 500 nib Height Changes. Tellus, 4, PP' 21–30.