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Fractal filter is a new member in the family of filters. They have peculiar properties that make them interesting. Euclidean structures have whole number dimensions, such as a one-dimensional line or a two dimensional plane. One property of a certain class of fractals is that it can have an infinite length while fitting in a finite volume. Looking at geometries whose dimensions are not limited to integers may lead to the discovery of filters with improved characteristics which exists today. Fractal filters have shown the possibility to miniaturize filters and to improve input matching.In this book, various fractal geometries are investigated as filters. Some new geometries have been proposed. It is tried in the geometry to provide a broad overview of different classes and their various characteristics.