Author_Institution :
Dept. of Comput. Sc. & Engg., Indian Sch. of Mines, Dhanbad, India
Abstract :
In a time series model of forecasting, given a set of past data values say, d(1), d(2), .., d(m) where d(i) represents the data at the ith time instant, 1≤i≤m, the problem of forecasting is to estimate d(m+1) or more generally d(m+τ) for a small integer τ The least mean square (LMS) algorithm is well recognized as the linear adaptive filter which has diverse applications such as seismology, biomedical engineering, radar, control systems, communication systems etc., whereas the weighted moving average model is well known for a short term time series forecasting. In this paper, we show that the LMS algorithm on a single layer perceptron can also be used for short term time series forecasting. By simulating the algorithms, we also show that the LMS algorithm behaves very similarly as the weighted moving average model in producing the predicted result.
Keywords :
adaptive filters; forecasting theory; least mean squares methods; perceptrons; time series; LMS algorithm; biomedical engineering; communication systems; control systems; data values; least mean square algorithm; linear adaptive filter; neural network; radar; seismology; single layer perceptron; time instant; time series forecasting; weighted moving average model; Adaptive filters; Biomedical engineering; Computational Intelligence Society; Control system synthesis; Economic forecasting; Least squares approximation; Neural networks; Predictive models; Radar applications; Seismology;