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| − | After observing that the nearest neighbor rule relies on the choice of a metric, we noted that in some instances, it makes sense for the metric to be independent of certain of the coordinates of the feature space. This brought up the subject of equivalence classes, and naturally invariant theory. Thus this lecture, allowing with the following | + | After observing that the nearest neighbor rule relies on the choice of a metric, we noted that in some instances, it makes sense for the metric to be independent of certain of the coordinates of the feature space. This brought up the subject of equivalence classes, and naturally invariant theory. Thus this lecture, allowing with the following four lectures, will be focused on invariant theory. |
==Related Rhea Pages == | ==Related Rhea Pages == | ||
Latest revision as of 02:57, 12 April 2012
Lecture 21 Blog, ECE662 Spring 2012, Prof. Boutin
Tuesday March 27, 2012 (Week 11)
Quick link to lecture blogs: 1|2|3|4|5|6|7|8| 9|10|11|12|13|14|15|16|17|18|19|20|21|22|23|24|25|26|27|28|29|30
After observing that the nearest neighbor rule relies on the choice of a metric, we noted that in some instances, it makes sense for the metric to be independent of certain of the coordinates of the feature space. This brought up the subject of equivalence classes, and naturally invariant theory. Thus this lecture, allowing with the following four lectures, will be focused on invariant theory.
Related Rhea Pages
Previous: Lecture 20
Next: Lecture 22
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