Pencarian Interpolasi
Algoritma Pencarian Interpolasi
1. Mulai.
2. Menentukan index dan isi dari index
tersebut .
0
|
1
|
2
|
3
|
4
|
5
|
index
|
20
|
25
|
30
|
35
|
40
|
45
|
value
|
3. Menentukan keyword yang akan dicari.
Keyword = 40
Keyword = 23
4. Memasukkanya pada rumus Interpolasi.
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)
(40 – 20)
Posisi = 0 + ------------ x(5 – 0) = 4
(45 – 20)
(23 – 20)
Posisi = 0 + ------------ x(5 – 0) = 0,6 dibulatkan =
1
(45 – 20)
5. Jika hasilnya benar sesuai dengan
perhitungan menggunakan rumus interpolasi maka pencarian akan berhenti karena
keyword telah ditemukan tetapi jika hasil berbeda dengan posisi yang ada pada
rumus maka data tersebut tidak ditemukan pada data yang ada.
Posisi atau index ke 4 memiliki value 40,
berarti keyword yang di cari di temukan di index ke – 4 yang terdapat dalam data.
Posisi atau index ke 1 memiliki value 25
sedangkan keyword yang di cari adalah 23 maka, keyword 23 tidak terdapat dalam
data yang ada.
6.
Tampilkan Data
7. Selesai.
Flowchart
Script Program Interpolation Sort
#include <conio.h>
#include <iomanip>
using namespace std;
int main ()
{
int data[100];
int cari_data, posisi, awal, akhir, proses,x[100],n;
bool berhenti = false;
cout<<"Masukan Jumlah Data : ";
cin>>n; cout<<endl;
for(int x=0; x<n; x++){
cout<<"Data ke-"<<x+1<<endl;
cin>>data[x];
}
cout<<"Data awal: ";
for(int x = 0; x<n; x++)
cout<<setw(3)<<data[x];
cout<<endl<<endl;
cout<<"Data : ";
for(int x =0; x<n; x++)
cout<<setw(3)<<data[x];
cout<<endl<<endl;
cout<<"Data yang di cari : "; cin>>cari_data;
awal = 0; akhir =x[100]*n; proses = 0;
while(berhenti != true)
{
proses++;
posisi=(((cari_data-data[awal])*(akhir-awal))/(data[akhir]-data[awal])+awal);
if(data[posisi] == cari_data)
{
cout<<"Data "<<cari_data<<" Pada posisi indexs ke- "<<posisi<<endl;
cout<<"Proses pencarian sebanyak : "<< proses<< endl;
berhenti = true;
}
else if(data[posisi]<cari_data){
awal=posisi+1;
} else{
cout<<"Data "<<cari_data<<" tidak ditemukan.\n";
berhenti=true;
}
}
return 0;
}
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