Title: Derivation of the master equation.

POPLINE Document Number: 201638

Author(s):

Weidlich W

Source citation:

In: Interregional migration: dynamic theory and comparative analysis, [edited by] W. Weidlich [and] G. Haag. Berlin, Federal Repubic of Germany, Springer-Verlag, 1988. :317-25.

Abstract:

This chapter provides a self-contained derivation of the master equation approach in general, complementary to that given in Part I. Starting from a general comparison of the deterministic and probabilistic evolution of systems, some constitutive concepts of probability theory are introduced. The general master equation is derived from these. The latter can easily be specialized to assume the form appropriate for the migratory system. Finally, the relation between individual and configurational transition probabilities is derived.

Keywords:

Mathematical Model
Population Theory
Population Dynamics
Migration
Probability
Models, Theoretical
Research Methodology
Demography
Social Sciences
Demographic Factors
Population
Statistical Studies
Studies