For　nonlinear　distributed　parameter　systems　(DPSs)　with　multiple　delays,　this　study　considers　a　fuzzy　fault-tolerant　boundary　control　(BC)　with　stochastic　actuator　failures　under　boundary　measurement.　First,　we　exactly　represent　the　nonlinear　DPS　with　multiple　delays　by　the　Takagi-Sugeno　(T-S)　fuzzy　delayed　partial　differential　equation　(PDE).　Next,　on　basis　of　T-S　fuzzy　delayed　PDE　model,　a　fuzzy　fault-tolerant　BC　design　with　stochastic　actuator　failures　under　boundary　measurement　guaranteeing　the　stochastically　exponential　stability　for　closed-loop　DPS　with　multiple　delays　is　subsequently　presented　by　linear　matrix　inequalities.　Last,　the　effectiveness　of　the　investigated　fuzzy　fault-tolerant　BC　strategy　with　stochastic　actuator　failures　under　boundary　measurement　is　proposed　via　a　simulation　example.