Robust matched‐field matched filters

Robust Matched Filters for Optical Receivers

Minimax Robust Discrete-Time Matched Filters

The problem of designing finite-length discrete-time matched filters is considered for situations in which exact knowledge of the input signal and/or noise characteristics is not available. Such situations arise in many applications due to channel distortion, incoherencies, nonlinear effects, and other modeling uncertainties. In such cases it is often of interest to design a minimax robust matc...

Sensory matched filters

As animals move through their environments they are subjected to an endless barrage of sensory signals. Of these, some will be of utmost importance, such as the tell-tale aroma of a potential mate, the distinctive appearance of a vital food source or the unmistakable sound of an approaching predator. Others will be less important. Indeed some will not be important at all. There are, for instanc...

Sample-whitened matched filters

Finite Length Discrete Matched Filters