How Fast Does a General Branching Random Walk Spread?

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【作者】 John D. Biggins 

【摘要】New results on the speed of spread of the one-dimensionalspatial branching process are described. Generalizations to the multitype case and to d dimensions are discussed. The relationship of the results with deterministic theory is also indicated. Finally the theory developed is used to reprove smoothly (and improve slightly) results on certain data-storage algorithms arising in computer science.

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