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1 results

A branching-process solution of the polydisperse coagulation equation
John L. Spouge
Journal:

Advances in Applied Probability / Volume 16 / Issue 1 / March 1984

Published online by Cambridge University Press:

01 July 2016, pp. 56-69

Print publication:

March 1984
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The polydisperse coagulation equation models irreversible aggregation of particles with varying masses. This paper uses a one-parameter family of discrete-time continuous multitype branching processes to solve the polydisperse coagulation equation when
The critical time tc when diverges corresponds to a critical branching process, while post-critical times t> tc correspond to supercritical branching processes.