Abstract
Six simple rules are presented for predicting the number, type and relative velocity of stable travelling waves which can be obtained when several chemical reactions occur simultaneously in an infinite domain, and the state of the system can be characterized by a single variable. A method is developed for dividing the global parameter space into regions with different number and types of waves. The organization of these regions in the parameter space may serve as a means of discriminating between rival kinetic models. The structure of the wave solutions becomes more intricate and rich as the number of stationary solutions increases.
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