Spectral estimation is the process of transforming observed time-series data into the frequency domain. However, unlike the theoretical Fourier Transform, which assumes an infinite signal, real-world estimation must deal with noise, finite data lengths, and interference.
For applications like radar and sonar, distinguishing between two targets that are very close together is vital. Modern theory offers specific algorithms for this: modern spectral estimation theory and application pdf
To appreciate modern theory, one must first understand the limitations of the classical approach. Spectral estimation is the process of transforming observed
The implicit rectangular window in the DFT causes spectral leakage, where energy from a strong frequency "bleeds" into adjacent bins, masking weaker signals. unlike the theoretical Fourier Transform