What's wrong with my hill cipher code? (Java Android) - java

I have some problems in implementing the hill cipher algorithm in Java Android. It runs well on certain condition but it comes lack on other condition.
Here is the running app.
1. It runs OK for below condition
2. It comes with unexpected result for below condition
I'm just figuring that the problem comes from the negative results. I used the determinant and multiplicative invers to find the matrix invers.
here is the code of my project.
MainActivity.java
package com.andri.hilltest;
import java.util.Arrays;
import android.os.Bundle;
import android.app.Activity;
import android.view.Menu;
import android.view.View;
import android.view.View.OnClickListener;
import android.widget.Button;
import android.widget.EditText;
import android.widget.Toast;
public class MainActivity extends Activity implements OnClickListener {
EditText txtPlain, txtKey, txtCipher, txtDecrypt;
Button btnEncrypt, btnCheck, btnDecrypt;
String char_db = "ABCDEFGHIJKLMNOPQRSTUVWXYZabcdefghijklmnopqrstuvwxyz0123456789 ?!.,";
//String char_db = "ABCDEFGHIJKLMNOPQRSTUVWXYZabc";
int[] array_angka, array_angka2;
int[] array_angka_cipher, array_angka_decrypted;
int[][] M_key = new int[2][2];
int[][] M_inverse = new int [2][2];
int i;
String key_input, ciphertext, plaintext;
int db_length = char_db.length();
#Override
protected void onCreate(Bundle savedInstanceState) {
super.onCreate(savedInstanceState);
setContentView(R.layout.activity_main);
txtPlain = (EditText) findViewById(R.id.txtPlain);
txtKey = (EditText) findViewById(R.id.txtKey);
txtCipher = (EditText) findViewById(R.id.txtCipher);
txtDecrypt = (EditText) findViewById(R.id.txtDecrypt);
btnEncrypt = (Button) findViewById(R.id.btnEncrypt);
btnDecrypt = (Button) findViewById(R.id.btnDecrypt);
btnCheck = (Button) findViewById(R.id.btnCheck);
btnEncrypt.setOnClickListener(this);
btnCheck.setOnClickListener(this);
btnDecrypt.setOnClickListener(this);
}
#Override
public void onClick(View v) {
if(v == btnEncrypt){
String plainTextInput = txtPlain.getText().toString();
char[] array_huruf = plainTextInput.toCharArray();
if(array_huruf.length%2!=0)
array_angka = new int[array_huruf.length+1];
else
array_angka = new int[array_huruf.length];
for (i=0 ; i < array_huruf.length ; i++){
int posisi_huruf = char_db.indexOf(array_huruf[i]);
//Toast.makeText(this, "Tombol ditekan " + posisi_huruf , Toast.LENGTH_SHORT).show();
array_angka[i] = posisi_huruf; //if I disable this line the code should run well
}
//jika panjang array ganjil letakkan spasi diakhir array
if(array_huruf.length % 2 != 0 ){
array_angka[array_huruf.length] = 62;
}
array_angka_cipher = new int[array_angka.length];
array_angka_cipher = encrypt_hill(M_key, array_angka);
ciphertext = to_char(array_angka_cipher);
txtCipher.setText(Arrays.toString(array_angka) +"\n\n" + Arrays.toString(array_angka_cipher) + "\n\n" + to_char(array_angka_cipher) );
}
else if (v == btnCheck){
key_input = txtKey.getText().toString();
if (key_input.length() < 4)
Toast.makeText(this, "panjang kunci harus 4 karakter!" , Toast.LENGTH_SHORT).show();
else{
check_kunci(key_input);
}
}
else if(v == btnDecrypt){
char[] array_cipher = ciphertext.toCharArray();
array_angka2 = new int[array_cipher.length];
for (i=0 ; i < array_cipher.length ; i++){
int posisi_huruf = char_db.indexOf(array_cipher[i]);
array_angka2[i] = posisi_huruf;
}
array_angka_decrypted = new int[array_cipher.length];
array_angka_decrypted = decrypt_hill(M_inverse, array_angka2);
plaintext = to_char(array_angka_decrypted);
txtDecrypt.setText(Arrays.toString(array_angka2) + "\n\n" + Arrays.toString(array_angka_decrypted) + "\n\n" + plaintext);
}
}
#Override
public boolean onCreateOptionsMenu(Menu menu) {
// Inflate the menu; this adds items to the action bar if it is present.
getMenuInflater().inflate(R.menu.main, menu);
return true;
}
public void check_kunci(String kunci){
Toast.makeText(this, kunci , Toast.LENGTH_SHORT).show();
char[] array_kunci = kunci.toCharArray();
int j = 0;
while ( j < array_kunci.length){
//masukkan masing-masing nilai ke matriks kunci
for (int x=0; x < 2; x++){
for (int y=0; y<2; y++){
M_key[x][y] = char_db.indexOf(array_kunci[j]);
j = j+1;
}
}
}
Toast.makeText(this, "hello " + M_key[0][0] + " " + M_key[0][1] + " " + M_key[1][0] + " " + M_key[1][1] , Toast.LENGTH_SHORT).show();
int det = determinant(M_key);
Toast.makeText(this, " determinant = " + det , Toast.LENGTH_SHORT).show();
if (det == 0){
Toast.makeText(this, "Kunci invalid karena determinant = 0" , Toast.LENGTH_SHORT).show();
} else if (det%67==0){
Toast.makeText(this, "Kunci invalid karena determinan memiliki persamaan faktor dgn 67" , Toast.LENGTH_SHORT).show();
} else {
Toast.makeText(this, "Kunci Valid, multiplication inverse " + mi(det) , Toast.LENGTH_SHORT).show();
M_inverse = getInverse(M_key, mi(det));
Toast.makeText(this, "Inverse berhasil" + M_inverse[0][0] + " " + M_inverse[0][1] + " " + M_inverse[1][0] + " " + M_inverse[1][1] , Toast.LENGTH_SHORT).show();
String tampil_banding = M_key[0][0] + " " + M_key[0][1] + " " + M_key[1][0] + " " + M_key[1][1] +"\n\n" + M_inverse[0][0] + " " + M_inverse[0][1] + " " + M_inverse[1][0] + " " + M_inverse[1][1];
txtCipher.setText(tampil_banding);
}
}
public int[] encrypt_hill(int[][] key, int[] p){
int str_length;
str_length = txtPlain.length();
if(str_length%2!=0)
str_length = str_length+1;
int[] c = new int[str_length];
int i = 0;
int zz = 0;
for (int b=0; b< str_length/2 ; b++){
for(int j=0; j<2; j++){
for(int x=0; x<2 ; x++){
c[i] += key[j][x]*p[x+zz];
}
i++;
}
zz += 2;
}
return c;
}
private String to_char(int[] num_cipher){
int[] mod_result = new int[num_cipher.length];
char[] parse_cipher = new char[num_cipher.length];
for(int i=0;i<num_cipher.length;i++){
mod_result[i] = Math.abs(num_cipher[i]%67);
parse_cipher[i] = char_db.charAt(mod_result[i]);
}
String cipher_result = new String(parse_cipher);
return cipher_result;
}
public int determinant(int[][] A){
int res;
res = A[0][0]*A[1][1] - A[1][0]*A[0][1];
return res;
}
public int[][] getInverse(int key[][], int mi){
int[][] key_inv = new int[2][2];
key_inv[0][0] = ((key[1][1]*mi)%67);
key_inv[0][1] = (((-1*key[0][1])*mi)%67);
key_inv[1][0] = (((-1*key[1][0])*mi)%67);
key_inv[1][1] = ((key[0][0]*mi)%67);
return key_inv;
}
public int mi(int d)
{
int q,r1,r2,r,t1,t2,t;
r1=67;
r2=d;
t1=0;
t2=1;
while(r1!=1&&r2!=0)
{
q=r1/r2;
r=r1%r2;
t=t1-(t2*q);
r1=r2;
r2=r;
t1=t2;
t2=t;
}
return (t1+t2);
}
public int[] decrypt_hill(int[][] key_invers, int[] p){
int str_length;
str_length = txtPlain.length();
if(str_length%2!=0)
str_length = str_length+1;
int[] c = new int[str_length];
int i = 0;
int zz = 0;
for (int b=0; b< str_length/2 ; b++){
for(int j=0; j<2; j++){
for(int x=0; x<2 ; x++){
c[i] += key_invers[j][x]*p[x+zz];
}
i++;
}
zz += 2;
}
return c;
}
For now I'm suspecting that the problem comes from the determinant, mi (multiplicative inverse) and getInverse function. I really hope someone out there could help me to find out what's wrong with my code or my algorithm.
After all I really appreciate your attentions and intentions to help me. Thank you very much guys. I'm sorry if my code a little bit messy, because I'm still a beginner in this matters.

from wikipage http://en.wikipedia.org/wiki/Hill_cipher
Not all matrices have an inverse (see invertible matrix). The matrix will have an inverse if and only if its determinant is not zero, and does not have any common factors with the modular base. Thus, if we work modulo 26 as above, the determinant must be nonzero, and must not be divisible by 2 or 13. If the determinant is 0, or has common factors with the modular base, then the matrix cannot be used in the Hill cipher, and another matrix must be chosen (otherwise it will not be possible to decrypt). Fortunately, matrices which satisfy the conditions to be used in the Hill cipher are fairly common.
"abay" is not a valid key of hill cipher.
SORRY for not reading you code carefully.
try change
mod_result[i] = Math.abs(num_cipher[i]%67);
to
mod_result[i] = (((num_cipher[i]%67) + 67)%67);
or
mod_result[i] = num_cipher[i]%67;
if(mod_result[i] <0){
mod_result[i] += 67;
}

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I made this code for extracting Polynomial coefficients and also evaluating equation in a point,and it is work.
but i want to modify that so the user can enter any shape of polynomial equation.
in my code you have to enter equation like this:
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also if there any term with same power , their coeffs must be added together.
Here is my code in java:
package Priest;
import java.math.BigDecimal;
import java.util.ArrayList;
import java.util.List;
public class Equation {
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Equation is: 3.1415*(X)^5 - 12.6*(X)^4 + 6*(X)^3 + 12*(X)^2 - 6*(X)^1 - 0
Coefficients :[3.1415, -12.6, 6, 12, -6, 0]
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Let's go with the following equation String Str2 = "3.1415x^5+6x^2+12*x-5";
Here is the code that I have added upon your code in order to preprocess this equation and made it compatible to your actual logic so that It will treat it without any major change to your code.
To be totally accurate I had to change the following in your equation class:
public List<BigDecimal> CaptureCoeff() {
getDegree();
List<BigDecimal> Temp = new ArrayList<BigDecimal>();
for (String S : C) {
if (! "".equals(S.trim())) {
Temp.add(new BigDecimal(S));
}
}
So I have added the control to check that none of these S strings is trim - empty.
Here is my preprocessing code.
I have added a method called powerSplitt that allows to splitt the equation on the basis of the '^' char.
Then I created another method called generateNullCoeffPolynomeWithDegree that generate a monome in the form 0*X^k. And a similar one that generate all the similar intermediate monomes between the greater power and the lesser power
Example:
String str3 = generateAllNullCoeffPolynomesWithDegreeExclusiveBetween(5, 2);
System.out.println("all poly = " + str3);
will generate: all poly = 0*x^4+0*x^3
Then I created a buildPreProcessedPolynome that takes the initial equation and pre process it to produce one with the null monomes inside of it. And then I just gave it to your equation program and it could process it fine!!!
Here is the code and a call example all done in the MainClass
import java.math.RoundingMode;
import java.util.ArrayList;
import java.util.List;
public class MainClass {
private static List<String> workList = new ArrayList<String>();
public static void powerSplitt(String equationText) {
char[] charsList = equationText.toCharArray();
boolean foundTargetChar = false;
int index = 0;
for (int i = 0; i < charsList.length; i++) {
index = i;
if (charsList[i] == '^') {
foundTargetChar = true;
break;
}
}
if (foundTargetChar) {
workList.add(equationText.substring(0, index));
if (index +1 < equationText.length()) {
powerSplitt(equationText.substring(index+1));
} else {
workList.add(equationText);
return;
}
} else {
workList.add(equationText);
}
}
public static String generateNullCoeffPolynomeWithDegree(int degree) {
return "0*x^" + degree;
}
public static String generateAllNullCoeffPolynomesWithDegreeExclusiveBetween(int startDegree, int endDegree) {
if (startDegree-endDegree <= 1) {
return "";
}
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StringBuilder builder = new StringBuilder();
for (int i = startDegree -1; i > endDegree; i--) {
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builder.append(generateNullCoeffPolynomeWithDegree(i));
index++;
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return builder.toString();
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workList.clear();
powerSplitt(initialEquationText);
StringBuilder resultBuilder = new StringBuilder();
assert workList.size() >= 3;
resultBuilder.append(workList.get(0));
for (int i = 1; i <= workList.size()-2; i++) {
int actualPower = Integer.parseInt( workList.get(i).substring(0,1));
int nextFoundPower = Integer.parseInt( workList.get(i+1).substring(0,1));
System.out.print("actual power = " + actualPower + " and next power = " + nextFoundPower);
System.out.println();
String additionalPolyParts = generateAllNullCoeffPolynomesWithDegreeExclusiveBetween(actualPower, nextFoundPower);
resultBuilder.append("^" + actualPower);
resultBuilder.append("+");
resultBuilder.append(additionalPolyParts);
resultBuilder.append(workList.get(i).substring(1));
}
resultBuilder.append("^" + workList.get(workList.size()-1));
return resultBuilder.toString();
}
public static void main(String[] args) {
workList.clear();
String Str2 = "3.1415x^5+6x^2+12*x-5";
powerSplitt(Str2);
for (String part: workList) {
System.out.println("PART:" + part);
}
System.out.println("-----------------");
long Start = System.nanoTime();
String str3 = generateAllNullCoeffPolynomesWithDegreeExclusiveBetween(5, 2);
System.out.println("all poly = " + str3);
String preprocessed = buildPreProcessedPolynome(Str2);
System.out.println("preprocessed = " + preprocessed);
System.out.println();
Equation E = new Equation(preprocessed);
System.out.println("Equation is: " + E.SourceEquation());
System.out.println("Coefficients :" + E.CaptureCoeff());
System.out.println("Polynomial Degree: " + E.getDegree());
double Target = 47.784;
System.out.println("Equation # (X:" + Target + ")= " + E.Evaluate(E.CaptureCoeff(), Target).setScale(15, RoundingMode.HALF_UP));
System.out.println("Elapsed Time: " + String.format("%.20G", (System.nanoTime() - Start) / 1.0e6) + " ms.");
}
}
And here is the produced results (I haved added some System.out.println to check the results of my methods calls. I just noticed I have to take into account the last constant as a monome of type K*X^0, but I will leave that to you):
PART:3.1415x
PART:5+6x
PART:2+12*x-5
all poly = 0*x^4+0*x^3
actual power = 5 and next power = 2
preprocessed = 3.1415x^5+0*x^4+0*x^3+6x^2+12*x-5
Equation is: 3.1415*(X)^5 + 0*(X)^4 + 0*(X)^3 + 6*(X)^2 + 12*(X) - 5
Coefficients :[3.1415, 0, 0, 6, 12]
Polynomial Degree: 5
Equation # (X:47.784)= 782631805.485054892561514
Elapsed Time: 18,441978000000000000 ms.

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private static int maxDimX = 15, maxDimY = 15;
private static int counter = 13;
private static int memoriseTime = 1200; // milliseconds
private static int memGridWidthX = 60;
private static int memGridWidthY = 60;
private JPanel centerPanel;
private JButton memTile;
private Random generator;
private int memGridDimX, memGridDimY, coef, numberOfMemTilesToGuess;
int[][] memTileCoordinates;
int[] randomNums;
Border grayBorder = LineBorder.createGrayLineBorder();
public Memory(int xDim, int yDim) {
waitALittleBit(1300);
memGridDimX = xDim;
memGridDimY = yDim;
coef = 3;
numberOfMemTilesToGuess = memGridDimX*memGridDimY / coef;
centerPanel = new JPanel();
centerPanel.setLayout(new GridLayout(memGridDimY, memGridDimX, 0, 0));
add(centerPanel, BorderLayout.CENTER);
System.out.println("int[" + memGridDimX + "][" + memGridDimY + "] array is created ");
randomNums = new int[numberOfMemTilesToGuess];
for (int i = 0 ; i < numberOfMemTilesToGuess ; i ++) {
System.out.println("> we are in for the "+ (i+1) +". time!");
int randomNum;
boolean randomNumberAlreadySelected = false;
do {
randomNum = calculateARandomNumber(memGridDimX * memGridDimY);
if (i != 0) { //for the first time, we don't need to compare any numbers
randomNumberAlreadySelected = isThisRandomNumberExistInAlreadyFoundRandomNumbersArray(randomNum, randomNums, i);
if (randomNumberAlreadySelected)
System.out.println("######## RECALCULATING RANDOM NUMBER !! ##########");
else
System.out.println("They are not equal, go on!");
}
} while (randomNumberAlreadySelected);
randomNums[i] = (Integer)randomNum;
}
//show the memory tiles
setMemTiles(randomNums, true);
waitALittleBit(memoriseTime);
//hide the memory tiles
setMemTiles(randomNums, false);
}
private int calculateARandomNumber(int limit) {
generator = new Random();
System.out.println("* Calculating random number which is smaller than " + memGridDimX * memGridDimY);
int randomNum = generator.nextInt() % (memGridDimX * memGridDimY);
System.out.println("- Calculated random number: " + randomNum);
if (randomNum < 0) {
System.out.println(".. it is negative, so we add: " + memGridDimX * memGridDimY);
randomNum += memGridDimX * memGridDimY;
}
System.out.println(".. and we add 1 to have a grid array between 1 and 12");
randomNum += 1;
System.out.println(".. and our new random number is: " + randomNum);
return randomNum;
}
private boolean isThisRandomNumberExistInAlreadyFoundRandomNumbersArray(int number, int[] numberArr, int numberArrSize) {
for (int j = 0 ; j < numberArrSize ; j ++) {
System.out.println("# Comparing random number: " + number + " and " + (j+1) + ". random number selected earlier: " + numberArr[j]);
if (number == numberArr[j])
return true;
}
return false;
}
private void setMemTiles(int[] randomNums, boolean showMemTiles) {
centerPanel.removeAll();
memTileCoordinates = new int[randomNums.length][2];
for (int i = 1 ; i <= memGridDimY ; i ++) {
for (int j = 1 ; j <= memGridDimX ; j ++) {
int rnX = -1;
int rnY = -1;
boolean isMemTile = false;
for (int k = 0 ; k < randomNums.length ; k ++) {
int rn = randomNums[k];
if (rn % memGridDimX == 0) {
rnY = rn / memGridDimX;
rnX = memGridDimX;
} else {
rnY = rn / memGridDimX + 1;
rnX = rn % memGridDimX;
}
if (i == 1 && j == 1 && !showMemTiles) { //do it once
System.out.println("********* ************");
System.out.println("Random label number: " + rn + " and it's position in the grid: " + rnX + "," + rnY);
memTileCoordinates[k][0] = rnX;
memTileCoordinates[k][1] = rnY;
System.out.println("> Memory Tiles coordinates: " + memTileCoordinates[k][0] + "," + memTileCoordinates[k][1]);
System.out.println("> Memory Tiles length: " + memTileCoordinates.length);
System.out.println("********* ************");
}
if (rnX == j && rnY == i)
isMemTile = true;
}
memTile = new JButton();
if (isMemTile) {
update(getGraphics());
if (showMemTiles) {
memTile.setBackground(Color.red);
System.out.println("%%%% PAINTING MEM TILES IN RED %%%%");
} else
memTile.setBackground(Color.white);
update(getGraphics());
} else
memTile.setBackground(Color.white);
if (!showMemTiles) // we listen actions after the memory tiles disappears
memTile.addActionListener(this);
centerPanel.add(memTile);
update(getGraphics());
}
}
setJPanelSettings();
}
private void setJPanelSettings() {
setSize(memGridDimX * memGridWidthX, memGridDimY * memGridWidthY);
setTitle("Memory :: " + memGridDimX + "x" + memGridDimY);
setResizable(false);
setLocationRelativeTo(null);
setDefaultCloseOperation(JFrame.DISPOSE_ON_CLOSE);
setVisible(true);
}
private void waitALittleBit(long waitingMillisSeconds) {
long t0 = System.currentTimeMillis();
long t1 ;
do {
t1 = System.currentTimeMillis();
} while (t1 - t0 < waitingMillisSeconds);
}
public static void main(String[] args) {
new Memory(minDimX,minDimY);
}
#Override
public void actionPerformed(ActionEvent e) {
System.out.println(">>> An action came >>>");
JButton memTile = (JButton) e.getSource();
Dimension size = memTile.getSize();
int chosenMemTileDimX = memTile.getX();
int chosenMemTileDimY = memTile.getY();
int chosenMemTilePosX = chosenMemTileDimX / size.width + 1; // we add 1 becausee we present our tile numbers as 1:1, 1:2, ... ( instead of 0:0,0:1, ... )
int chosenMemTilePosY = chosenMemTileDimY / size.height + 1;
System.out.println("Chosen Tile's x dimension: " + chosenMemTileDimX + " ans y dimension: " + chosenMemTileDimY);
System.out.println("Chosen Tile's width: " + size.width + " and height: " + size.height);
System.out.println("Chosen Tile's coordinates: " + chosenMemTilePosX + ", " + chosenMemTilePosY);
boolean tileIsMemTile = false;
System.out.println("Memory Tiles Coordinates: ");
for (int i = 0 ; i < memTileCoordinates.length ; i ++) {
int memTileDimX = memTileCoordinates[i][0];
int memTileDimY = memTileCoordinates[i][1];
System.out.println("x: " + memTileDimX + ", y: " + memTileDimY);
if (chosenMemTilePosX == memTileDimX && chosenMemTilePosY == memTileDimY)
tileIsMemTile = true;
}
if (tileIsMemTile) {
System.out.println("!!! Right Tile !!!");
memTile.setBackground(Color.red);
numberOfMemTilesToGuess -= 1;
System.out.println("It rest " + numberOfMemTilesToGuess + " tiles to guess");
} else {
System.out.println("!!! Wrong Tile !!!");
Icon falseTileIcon;
try {
falseTileIcon = new ImageIcon(getClass().getResource("wrong.png"));
if (falseTileIcon.getIconHeight() > 0)
memTile.setIcon(falseTileIcon);
} catch (Exception e1) {
memTile.setBackground(Color.black);
}
update(getGraphics()); // good trick!!
waitALittleBit(1000);
//TODO !!! FAILED IN LEVEL MESSAGE !!!
dispose();
if (memGridDimX == minDimX && ( memGridDimY == minDimY || memGridDimY == minDimY + 1))
new Memory(minDimX, minDimY);
else if (memGridDimX == memGridDimY)
new Memory(memGridDimX - 1, memGridDimY);
else
new Memory(memGridDimX, memGridDimY -1);
}
System.out.println(">>> Action processed >>>");
if (numberOfMemTilesToGuess == 0) {
System.out.println("\n END OF THE LEVEL");
System.out.println("Congratulations, you guessed all the tiles without error !! \n");
dispose();
//TODO !!!! SHOW INTERLEVEL INFORMATION !!!!
if (memGridDimX != maxDimX && memGridDimY != maxDimY) {
if (memGridDimX == memGridDimY)
new Memory(memGridDimX, memGridDimY + 1);
else
new Memory(memGridDimX + 1, memGridDimY);
} else
System.out.println("You have a really good memory my friend!");
}
}}
I used update(getGraphics()); many times, it was just for a test...
Thanks in advance.
You where told in your last posting to NOT use the update() method.
do
{
t1 = System.currentTimeMillis();
}
while (t1 - t0 < waitingMillisSeconds);
Also, never use a tight loop like that. Its just as bad as using Thread.sleep(...);
You where given suggestions in your last posting!
I think you can use LWJGL, which is a java game library.
https://www.lwjgl.org
Some of the issues may be due to the thread on which the various bit of code run. The first time through you are running on the "Main" thread, and to be completely correct calls to update the AWT/Swing GUI should be done using the "Event Dispatcher Thread".
The actionPerformed method is called from the "Event Dispatcher Thread" and so then the second time you call into the constructor for Memory you are in this thread.
Also, aside from the fact you have implemented a delay with a spin-loop, which is not efficient; you should not delay the "Event Dispatcher Thread".
See this short overview: http://www.javamex.com/tutorials/threads/swing_ui.shtml

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