SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 2 pptx
SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 2 pptx
... using Self- Organizing Maps Self Organizing Maps - Applications and Novel Algorithm Design 62 Table 3. Experimental input data 62 Self Organizing Maps - Applications and Novel Algorithm ... 111– 126 . 32 Self Organizing Maps - Applications and Novel Algorithm Design Self Organizing Maps - Applications and Novel A...
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Self Organizing Maps Applications and Novel Algorithm Design Part 2 pptx
... 0, 724 57 -0, 724 57 0 ,20 077 -0 ,27 575 -0, 724 57 -0,35355 -1 ,20 760 1 ,20 760 2, 17410 -0,36094 -0, 724 57 -0,35355 0, 724 57 -0, 724 57 -0, 625 26 -0,41751 1 ,20 760 -0,35355 -1 ,20 760 1 ,20 760 -0,7 629 4 -0,35473 ... development. 60 Self Organizing Maps - Applications and Novel Algorithm Design Self Organizing Maps - Applications and Novel Algorith...
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SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 1 pdf
... (b). 20 Self Organizing Maps - Applications and Novel Algorithm Design SELF ORGANIZING MAPS ͳ APPLICATIONS AND NOVEL ALGORITHM DESIGN Edited by Josphat Igadwa Mwasiagi 6 Self Organising Maps, New Achievements ε ε ε Fig. ... be detected. 22 Self Organizing Maps - Applications and Novel Algorithm Design Information-Theoretic Approach to Interpret...
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SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 4 pot
... by skipping some parts of the content. 148 Self Organizing Maps - Applications and Novel Algorithm Design Self Organizing Maps - Applications and Novel Algorithm Design 1 12 3.1 Web usage ... weight. Unit No. 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 Fig. 14. Visualised images of the weight on the facial e...
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SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 5 doc
... TREC-EVAL 3 1 http://imageclef.org/ 2 http://www.pubmed.gov 3 http://trec.nist.gov/trec − eval/ 1 82 Self Organizing Maps - Applications and Novel Algorithm Design 0 10 20 30 40 50 60 70 80 90 100 0 0 .2 0.4 0.6 0.8 1 1 .2 1.4 1.6 1.8 2 x 10 4 counts 0 50 100 150 20 0 25 0 300 350 400 450 500 0 ... 60.68 21 .69 2 51.66 63.13 11.47 3 62. 19 64.99 2. 80 4 64.63 66.6...
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SELF ORGANIZING MAPS APPLICATIONS AND NOVEL ALGORITHM DESIGNE Part 6 doc
... value is 25 0, 400 and 600). Self Organizing Maps - Applications and Novel Algorithm Design 20 6 6. References Buono, A., Jatmiko, W. & Kusumoputro, B. (20 08). Development of 2D Mel-Frequency ... assumption of normality, and do not ignore the fact that there is dependencies between observable variables. Self Organizing Maps - Applications and Nove...
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Self Organizing Maps Applications and Novel Algorithm Design Part 1 pptx
... Second, we think that the self- organizing map is also an attempt to 4 Self Organizing Maps - Applications and Novel Algorithm Design Self Organizing Maps - Applications and Novel Algorithm Design Edited ... variables 10 Self Organizing Maps - Applications and Novel Algorithm Design 22 Self Organising Maps, New Achievements Fig. 21 . U-matrice...
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Self Organizing Maps Applications and Novel Algorithm Design Part 3 potx
... 87.7 92. 9 82. 9 3 .22 2, 911,873.47 8.14 SOM:SWS+PDS+Rectangular 85.8 92. 2 79.4 4.41 2, 275 ,22 0.35 4.48 SOM:PDS 89.6 92. 9 85.1 2. 39 2, 860,639 .27 3.97 SOM:PDS+Rectangular 88 .2 92. 9 84.4 2. 80 2, 275,061.98 ... 93.6 83.7 2. 69 2, 661, 322 .49 5.80 TS-SOM 82. 5 88.6 75.9 3.69 3,310.01 7.71 MLP 81.1 86.5 72. 3 4.09 93,6 42. 47 0 .21 KMeans 88.4 92. 9 82. 3 2. 31 154, 029 .93...
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Self Organizing Maps Applications and Novel Algorithm Design Part 4 ppt
... feature space and the test data (26 35 images) Number of re-learning process0 123 45678910 Average value 3 .20 2. 72 2. 62 2.66 2. 42 2.15 2. 20 2. 21 2. 22 2 .20 2. 21 Variance value 1.45 1 .26 1.13 1.14 ... by skipping some parts of the content. 148 Self Organizing Maps - Applications and Novel Algorithm Design Self Organizing Maps - Applications and...
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Self Organizing Maps Applications and Novel Algorithm Design Part 5 docx
... by (y 2 − 2xy) y i +1 +y i 2 y i ≈ (y 2 − 2xy) y i y i +y i −1 2 y 2 y i +1 +y i 2 y i ≈ y 2 y i y i +y i −1 2 . Refer to section 2 about x and y i . ... 2y i − b i +2 − x(t) 16: elseif x(t) < y i then 17: Δ i ← b i +2 − x(t) 18: end if 19: end for 20 : else 21 : for i ∈ {2, 3, . ,|Y| − 1} 22 : if x(t) < b i then...
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