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Timestamp:
Feb 26, 2008, 4:12:30 PM (15 years ago)
Author:
Peter
Message:

typo

File:
1 edited

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  • trunk/doc/Statistics.doxygen

    r1154 r1159  
    308308
    309309 - It is symmetric, \f$ d(x,y) = d(y,x) \f$, that is distance from \f$
    310    x \f$ to \f$ y \f$ equals the distance from \f$ y \f$ to \f$ y \f$.
     310   x \f$ to \f$ y \f$ equals the distance from \f$ y \f$ to \f$ x \f$.
    311311 - Zero self-distance: \f$ d(x,x) = 0 \f$
    312312 - Triangle inequality: \f$ d(x,z) \le d(x,y) + d(y,z) \f$
     
    345345\f$<x,y>\f$ is the linear kernel (usual scalar product). For the weighted
    346346case we define the linear kernel to be
    347 \f$<x,y>=\frac{\sum {w_xw_yxy}}{\sum{w_xw_y}\f$ and the
     347\f$<x,y>=\frac{\sum {w_xw_yxy}}{\sum{w_xw_y}}\f$ and the
    348348polynomial kernel can be calculated as before
    349349\f$(1+<x,y>)^N\f$.
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