being compromised, the gap between prediction line and actual line are narrow, which proves the ARIMA “learn” well, producing a minor error. • After being compromised, the gap between prediction line and actual line are more substantial, which proves that the ARIMA model could not “learn” effectively, producing greater error. 2. Our Proposed Scheme error error error Before being compromised After being compromised APCC 2019 : 25th Asia-Pacific Conference on Communications Ho Chi Minh City, Vietnam