A mathematical criterion for a stable government†

† This forms part of a lecture delivered at the University of Kashmir in June 1970, and was also presented to the American Mathematical Society vide Notices AMS, June 1971.

Reprinted from Mathematica, Vol. 2 (1973), published by Meerut University Mathematical Society.

Abstract

The paper presents a mathematical model of the problem of the politico‐economic stability of a welfare state. The variables characterizing the state of a government are identified. A sufficient criterion which ensures the damping out of the effects arising due to arbitrary perturbations in the variables, is obtained. The model assumes the prevalence of normal conditions, that is, times free from unforeseen calamities such as severe earthquake, outbreak of epidemic on a large scale, invasion by another country, acute famine, etc.

† This forms part of a lecture delivered at the University of Kashmir in June 1970, and was also presented to the American Mathematical Society vide Notices AMS, June 1971.

Reprinted from Mathematica, Vol. 2 (1973), published by Meerut University Mathematical Society.

Notes

† This forms part of a lecture delivered at the University of Kashmir in June 1970, and was also presented to the American Mathematical Society vide Notices AMS, June 1971.

Reprinted from Mathematica, Vol. 2 (1973), published by Meerut University Mathematical Society.