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matriks2
- it is file document,java file document,which is inform how to make matriks in java. Hope this will help you
teorisecantnewton
- teori secant dan newton untuk menghitung matriks
7_matrik
- class matriks, terdiri atas dua buah file yaitu file source dan header (matriks.cpp dan matriks.hpp)
matriks
- this a program of using matrix, with all kinds of basic operation that we might use with it.-this is a program of using matrix, with all kinds of basic operation that we might use with it.
analisisnumerik
- you can use this algorithm to operate matriks
analisisnumerik2
- this for calculation matriks using gauss elimination-this is for calculation matriks using gauss elimination
decomposition
- to calculate decompositon matriks
determinan
- to find determinan matriks
invers
- to find invers matriks
kalimatrik2
- PROGRAM PERKALIAN MATRIKS 2X2
Invers-Matriks-dengan-Metode-Augmented-(Gauss-Jor
- augmented matrix by gauss jordan
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i
konversi-bilangan
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i
satu
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i
Penyelesaian-Pers-Non-Linier-Metode-Tabel
- int i, j, k,b,n,s,t,r=1 float sum, c float a[12][12] //pengisian matrix printf("Masukkan ordo matriks : ") scanf(" d",&n) printf("masukkan banyak persamaan : ") scanf(" d",&b) for(i
fix
- matriks for electric sircut with gauss jordan
ACO-on-JSSP
- Dynamic job shop scheduling problem is one form of a job shop scheduling problem with varying arrival time job or not concurrent. This problem can be represented in graph form, which is to seek the shortest path from sta
Transpos-Matriks
- this code for transpose matrix
Matriks
- How to use Matriks on matlab