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**Definition:**
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*Definition:
The support vectors are the training points |yi| such that \vec{c}\cdot{y_i}=b,\forall{i}. i.e. they are the closest to the hyperplane.
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The support vectors are the training points <math>y_i</math> such that <math>\vec{c}\cdot{y_i}=b,\forall{i}</math>. i.e. they are the closest to the hyperplane.
  
  
  
 
[[Image:Lec12_sv_pic_OldKiwi.PNG]]
 
[[Image:Lec12_sv_pic_OldKiwi.PNG]]

Revision as of 21:34, 16 March 2008

ECE662 Main Page

Class Lecture Notes


  • Definition:

The support vectors are the training points $ y_i $ such that $ \vec{c}\cdot{y_i}=b,\forall{i} $. i.e. they are the closest to the hyperplane.


Lec12 sv pic OldKiwi.PNG

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