maj de la partie 5 Implementation of the EA method on GPU

[kahina_paper1.git] / figures / EA_DK.txt

diff --git a/figures/EA_DK.txt b/figures/EA_DK.txt
index a22a15155b05d7a987a9b5e4bd90a6939da92250..222151e3e771e1dbe7f65b8f8f4504338fd36b9b 100644 (file)
--- a/figures/EA_DK.txt
+++ b/figures/EA_DK.txt
@@ -1,6 +1,9 @@
 # First data block (index 0)
 #EA            sparse                          full                                                                    
 #Taille_Poly   times           nb iter         times           nb iter                         
 # First data block (index 0)
 #EA            sparse                          full                                                                    
 #Taille_Poly   times           nb iter         times           nb iter                         

+500            0.179359        13              0.232027        16
+1000           0.162205        11              0.309663        21
+3000           0.192672        12              0.313993        15

 5000           0.40            17              0.748784        25
 50000          3.92            17              25.9504         40              
 100000         12.45           16              54.5215         30                      
 5000           0.40            17              0.748784        25
 50000          3.92            17              25.9504         40              
 100000         12.45           16              54.5215         30                      


@@ -27,14 +30,17 @@
 
 #DK            sparse                          full                                    
                times           nb iter         times       nb iter             
 
 #DK            sparse                          full                                    
                times           nb iter         times       nb iter             

+500            0.666998        57              15.7343     1379        3.0441      232
+1000           1.62935         128             31.9188     1822
+3000           5.32778         270             59.6391     1538

 5000           3.42            138             622.617     9483
 5000           3.42            138             622.617     9483

-50000          385.266         823             9.27        19
-100000         447.364         408             7.73        15
-150000         1524.08         552             8.64        21
-200000         1530.86         360             7.84        16
-250000         1958.24         348             11.33       18
-300000         2800.53         319             20.47       21
-350000         4071.47         378             35.07       26
+50000          385.266         823                     
+100000         447.364         408             
+150000         1524.08         552             
+200000         1530.86         360             
+250000         1958.24         348             
+300000         2800.53         319             
+350000         4071.47         378             

 400000         3339.4          238
 450000         3983.34         221
 500000         5737.84         257
 400000         3339.4          238
 450000         3983.34         221
 500000         5737.84         257