This title uses an approach to systems analysis and modelling with
a systems science flavour that stimulates systems thinking. The
author moves from illustrating the three-fold nature of the
universe to circumscribing a "Yellowstone National Park" grizzly
bear system. After introducing systems modelling principles, the
ensuing selecting of examples illustrate that anything which
changes over time can be modelled as a system. Each example begins
with a knowledge base whose items display relevant information
obtained from systems analysis. Repetition of this approach for a
diversity of examples clearly establishes a new protocol for
synthesising systems models. New ideas such as dynamics forms and
reverse regression are merged with the well-known continuity
equation to synthesise linear-equation models of nonlinear and/or
stochastic systems, thus replacing the more conventional
differential equation models. Standard matrix algebra is employed
in their solution.
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