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Java - Numeric Analysis Solve Ax=B - Gaussian elimination - Matrix inversion method 25.10.2018
GizleNesneye yönelik analiz - HW1_LinearSolverDeluxe
Gaussian Elimination Method | Matrix Inversion Method |
package com.aydincalikoglu.LinearSolverDeluxeService.impl; |
package com.aydincalikoglu.LinearSolverDeluxeService.impl; |

#include
");
printf("[1] Triangle
");
printf("[2] Rhomboid
");
printf("[3] Circle
");
printf("[4] Exit
");
printf("Select a Shape: ");
}
void traingleDrawer(){
int h,i,y=1,j,s=0,a;
printf("Enter triangle height:");
scanf("%d",

def compareScales(leftScaleList, rightScaleList):
result = sum(leftScaleList) - sum(rightScaleList)
if result < 0:
return 1
elif result > 0:
return -1
else:
return 0
def WalnutsBinarySearch(walnuts,index):
size = len(walnuts)
half=(int)(size/2)
if(size<2):
return index
if size%2==1: # Size tek ise ortaki elemana bakma
if walnuts[half+1]>walnuts[half]:
return half
elif walnuts[half+1]<walnuts[half]:
return half+1
walnutsRight = walnuts[half+1:]
else:
walnutsRight = walnuts[half:]
walnutsLeft = walnuts[0:half]
durum = compareScales(walnutsLeft,walnutsRight)
if durum == 0:
return -1
elif durum == 1:
return WalnutsBinarySearch(walnutsLeft,index)
else:
return WalnutsBinarySearch(walnutsRight,index+half+size%2)
walnuts= [1,1,1,1,0.5,1,1,1,1]
print(WalnutsBinarySearch(walnuts,0))