Abstract
The topic of this paper is Yanev's class of controlled branching processes with a random control function. We investigate the L2-convergence of the suitably normed process to a non-degenerate limit. Necessary and sufficient conditions for this convergence are established under certain constraints on the means and variances of the control variables. © 2005 ISI/BS.
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APA
González, M., Molina, M., & Del Puerto, I. (2005). On L2-convergence of controlled branching processes with random control function. Bernoulli, 11(1), 37–46. https://doi.org/10.3150/bj/1110228241
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