Abstract.

This is a progress report on the computer simulation of a mathematical model for a morphic field. The model is a two-dimensional lattice of oscillators derived from the d'Alembertian wave equation by spatial discretization. The communication is between two clamped objects inserted into the field. A change of shape in one of them sets off a transient wave which perturbs the boundary field of the other one after a brief delay. Unlike radio propagation, this is a static monopole transmission.

CONTENTS

1. Introduction
2. Vibrations and morphogenesis
3. Reaction-diffusion models
4. Wave-diffusion models
5. Simulation results
6. Conclusion
   Acknowledgments
   Bibliography

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