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eyes:logics:classification [2017/06/06 17:00]
nfische [Modes]
eyes:logics:classification [2017/06/12 17:27] (current)
nfische [Example]
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 =====Usage===== =====Usage=====
-A prerequisite for a feasible **classification** is a complexity reduction of the given input dataset. This can be achieved by performing a [[:​eyes:​logics:​pca]]. The PCA can be carried out either internally by the classification-logic or beforehand by the respective PCA logic. Additionally,​ the user has to define the input set and the number of expected classes/​clusters. Now, the logic will split the dataset according to the information provided by the PCA into as many classes/​clusters as determined aiming for minimal variance within each class/​cluster.+A prerequisite for a feasible **classification** is a complexity reduction of the given input dataset. This can be achieved by performing a [[:​eyes:​logics:​pca]]. The PCA can be carried out either internally by the classification-logic or beforehand by the respective PCA logic. Additionally,​ the user has to define the input set and the number of expected classes/​clusters. Now, the logic will split the dataset according to the information provided by the PCA into as many classes/​clusters as determined aiming for an optimum of i) minimal variance within each class/​cluster ​and ii) a maximized signal-to-noise ratio.
  
-===== Example ==== 
-FIXME 
  
 ===== Modes ===== ===== Modes =====
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 | Eigen images location ​    | Define, whether the Eigen images used for complexity reduction are generated on-the-fly internally (intern) or provided by an input from en external source (extern) | | Eigen images location ​    | Define, whether the Eigen images used for complexity reduction are generated on-the-fly internally (intern) or provided by an input from en external source (extern) |
 | -> Number of eigen images | How many Eigen images (and therefore dimensions) should be used as components during linear combination | | -> Number of eigen images | How many Eigen images (and therefore dimensions) should be used as components during linear combination |
-| Split up method ​          | Determine, whether large classes should be slip up into smaller classes ​due to their number of containing objects ​(size) or due to their high internal variance ​of the cross-correlation-coefficients (cccVariance) |+| Split up method ​          | Determine, whether large classes should be split into smaller classes ​i) to obtain classes containing a similar ​number of images/​volumes ​(Cluster ​size) or ii) to minimize ​internal variance ​within each class, as measured by the cross-correlation-coefficients (cccVariance) |
 | Number of classes ​        | Number of resulting classes/​clusters | | Number of classes ​        | Number of resulting classes/​clusters |
 | Remove duplicated images ​ | Duplicate images identified by the classification are removed | | Remove duplicated images ​ | Duplicate images identified by the classification are removed |
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 ^ Input   ^ Description ^ ^ Input   ^ Description ^
 | Input   | Stack of input images | | Input   | Stack of input images |
-| //Pre Eigen Images// | (Only available, if //Eigen images location = extern; i.e. Eigen images precomputed with [[eyes:​logics:​PCA]] ​module//) Stack of Eigen images with the sum of all images and a mask as the last two images |+| //Pre Eigen Images// | (Only available, if //Eigen images location = extern; i.e. Eigen images precomputed with [[eyes:​logics:​PCA]] ​logic//) Stack of Eigen images with the sum of all images and a mask as the last two images |
  
 |< 100% 30% >| |< 100% 30% >|
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 ===== Concept ===== ===== Concept =====
-Once clusters/​classes of images are found, they can be averaged (see [[eyes:​logics:​SumByClassNumber]]) to improve the signal-to-noise-ration ​substantially.((van Heel, M. (1984). Multivariate statistical classification of noisy images (randomly oriented biological macromolecules). Ultramicroscopy,​ 13(1-2), 165–83. Retrieved from http://​www.ncbi.nlm.nih.gov/​pubmed/​6382731))+Once clusters/​classes of images are found, they can be averaged (see [[eyes:​logics:​SumByClassNumber]]) to improve the signal-to-noise-ratio substantially.((van Heel, M. (1984). Multivariate statistical classification of noisy images (randomly oriented biological macromolecules). Ultramicroscopy,​ 13(1-2), 165–83. Retrieved from http://​www.ncbi.nlm.nih.gov/​pubmed/​6382731))