This analysis estimates the convergence rate in limit theorems for branching processes, suggesting the impact of starting particles.
The present work investigates estimates of the rate of convergence in transitional phenomena, i.e., in limit theorems for branching stochastic processes as A → 1, n → ∞. The rate of convergence of the remainder term in the limit theorems concerning transitional phenomena for branching processes starting with a random number of particles is obtained.
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Shukurjon Jurayev (2025) studied this question.
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