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For a rough set X and a crisp equivalence relation R: Y (RX) = 1 Y (U RX) = 0 0 < Y (RX RX) < 1 However, this relation is not a true hybridization of the two approaches, it merely assigns a degree of membership to the elements depending on the crisp positive, boundary, or negative region they belong to Fuzzy equivalence classes are not used, and so this approach does not offer a particularly useful means for fuzzy-rough attribute reduction Another approach that blurs the distinction between rough and fuzzy sets has been proposed in [266] The research was fueled by the concern that a purely numeric fuzzy set representation may be too precise; a concept is described exactly once its membership function has been de ned By this approach, excessive precision is required in order to describe imprecise concepts.

After you set up the ScriptAlias directive, make sure that the directory permission permits Apache to read and execute files found in the directory The directory pointed to by ScriptAlias should have very strict permission settings No one but the CGI program developer or the server administrator should have full (read, write, and execute) permission for the directory You can define multiple CGI program directory aliases so that the ScriptAlias specified directory is not browseable (by default) for security reasons When requested, Apache will attempt to run any executable (file permission-wise) file found in the ScriptAliased directory For example:

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The graphic in the right part of the window shows you how the display will appear. At the bottom of the window, select a style by clicking either the Text or InfoTip radio button. The Text option makes explanatory text appear next to the icon. The InfoTip option enables the text to be displayed in a pop-out form. You can use the drop-down menu to change the size of the lists. Click the Next button once you have made your selections.

The solution proposed is termed a shadowed set, which itself does not use exact membership values but instead employs basic truth values and a zone of uncertainty (the unit interval) A shadowed set could be thought of as an approximation of a fuzzy set or family of fuzzy sets where elements may belong to the set with certainty (membership of 1), possibility (unit interval), or not at all (membership of 0) This can be seen to be analogous to the de nitions of the rough set regions: the positive region (certainty), the boundary region (possibility), and the negative region (no membership) Given a fuzzy set, a shadowed set can be induced by elevating those membership values around 1 and reducing membership values around 0 until a certain threshold level is achieved.

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