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Convergence of a Critical Multitype Branching Particle System with Mixed Finite and Infinite Mean Lifetimes
We study a critical multitype branching particle system in $\mathbb{R}^N$ with finite type space $\mathcal{K}={1,\dots,K}$. Particles of type $i$ move according to a symmetric $α_i$-stable process and reproduce according to a critical offspring law with irreducible stochastic mean matrix. All lifeti
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