|  | OpenMS
    2.6.0
    | 
CompareFunctor for 2Dpoints. More...
#include <OpenMS/COMPARISON/CLUSTERING/EuclideanSimilarity.h>
| Public Member Functions | |
| EuclideanSimilarity () | |
| default constructor  More... | |
| EuclideanSimilarity (const EuclideanSimilarity &source) | |
| copy constructor  More... | |
| virtual | ~EuclideanSimilarity () | 
| destructor  More... | |
| EuclideanSimilarity & | operator= (const EuclideanSimilarity &source) | 
| assignment operator  More... | |
| float | operator() (const std::pair< float, float > &a, const std::pair< float, float > &b) const | 
| calculates similarity between two points in euclidean space  More... | |
| float | operator() (const std::pair< float, float > &c) const | 
| calculates self similarity, will yield 0  More... | |
| void | setScale (float x) | 
| clusters the indices according to their respective element distances  More... | |
| Private Attributes | |
| float | scale_ | 
CompareFunctor for 2Dpoints.
each 2D point as a pair of float holds a float coordinate for each Dimension
default constructor
| EuclideanSimilarity | ( | const EuclideanSimilarity & | source | ) | 
copy constructor
| 
 | virtual | 
destructor
calculates similarity between two points in euclidean space
| a | a pair of float, giving the x and the y coordinates of the first point | 
| b | a pair of float, giving the x and the y coordinates of the second point | 
calculates similarity from the euclidean distance between given 2D points, scaled in [0,1]
calculates self similarity, will yield 0
| c | a pair of float, giving the x and the y coordinates | 
| EuclideanSimilarity& operator= | ( | const EuclideanSimilarity & | source | ) | 
assignment operator
| void setScale | ( | float | x | ) | 
clusters the indices according to their respective element distances
| x | float value to scale the result | 
| Exception::DivisionByZero | if scaling is inapplicable because it is 0 | 
sets the scale so that similarities can be correctly calculated from distances. Should be set so that the greatest distance in a chosen set will be scales to 1 (i.e. x = greatest possible distance in the set) 
| 
 | private | 
 1.8.16
 1.8.16