Interpreting this signal first begins with determining an actual equation for the signal. The best way to do that is by using an autoregressive model. An autoregressive model is simply a model used to find an estimation of a signal based on previous input values of the signal. The actual equation for the model is as follows:
| The Autoregressive Model |
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The model consists of three parts: a constant part, an error or noise part, and the autoregressive summation. The actual summation represents the fact that the current value of the input depends only on previous values of the input. The variable p represents the order of the model. The higher the order of the system, the more accurate a representation it will be. Therefore, as the order of the system approaches infinity, we get almost an exact representation of our input system.
This system looks almost exactly like a differential equation. In fact, this equation can be used to find the transfer function for the signal.





Introduction to Speaker Identification










