Håvard Bakke Bjerkevik

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The algebraic stability theorem for pointwise finite dimensional (p.f.d.) $\mathbb{R}$-persistence modules is a central result in the theory of stability for persistence modules. We present a stability theorem for $n$-dimensional rectangle decomposable p.f.d. persistence modules up to a constant $(2n-1)$ that is a generalization of the algebraic stability(More)
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