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The main purpose of this paper is to investigate the practical stability in relation to a part of the variables of stochastic reaction–diffusion systems driven by  G -Brownian motion ( G -SRDSs, in short). With the aid of  G -Lyapunov techniques and  G -Itô's formula, the criteria of the global practical uniform  k th moment exponential stability and the global practical uniform quasi surely exponential stability in relation to a part of variables of  G -SRDSs are established. An example is given to illustrate the usefulness and feasibility of the proposed results.

Practical stability in relation to a part of variables for stochastic reaction–diffusion systems driven by G -Brownian motion