Authors: MOHAMAD YAR AHMADI, SINA HEDAYATIAN

Abstract: In the present work it is shown that on a Finslerian space, a forward complete gradient shrinking Ricci soliton has finite topological type, provided either the Ricci scalar is bounded above or the Ricci scalar is bounded from below and injectivity radius is bounded away from zero.

Keywords: Finsler metric, Ricci soliton, finite topological type, Ricci flow

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