// do nothing
}
- // The mask penalty calculation is complicated. See Table 21 of JISX0510:2004 (p.45) for details.
- // Basically it applies four rules and summate all penalties.
- public static int calculateMaskPenalty(final ByteMatrix matrix) {
- int penalty = 0;
- penalty += applyMaskPenaltyRule1(matrix);
- penalty += applyMaskPenaltyRule2(matrix);
- penalty += applyMaskPenaltyRule3(matrix);
- penalty += applyMaskPenaltyRule4(matrix);
- return penalty;
- }
-
// Apply mask penalty rule 1 and return the penalty. Find repetitive cells with the same color and
// give penalty to them. Example: 00000 or 11111.
- public static int applyMaskPenaltyRule1(final ByteMatrix matrix) {
+ public static int applyMaskPenaltyRule1(ByteMatrix matrix) {
return applyMaskPenaltyRule1Internal(matrix, true) + applyMaskPenaltyRule1Internal(matrix, false);
}
// Apply mask penalty rule 2 and return the penalty. Find 2x2 blocks with the same color and give
// penalty to them.
- public static int applyMaskPenaltyRule2(final ByteMatrix matrix) {
+ public static int applyMaskPenaltyRule2(ByteMatrix matrix) {
int penalty = 0;
byte[][] array = matrix.getArray();
int width = matrix.width();
// Apply mask penalty rule 3 and return the penalty. Find consecutive cells of 00001011101 or
// 10111010000, and give penalty to them. If we find patterns like 000010111010000, we give
// penalties twice (i.e. 40 * 2).
- public static int applyMaskPenaltyRule3(final ByteMatrix matrix) {
+ public static int applyMaskPenaltyRule3(ByteMatrix matrix) {
int penalty = 0;
byte[][] array = matrix.getArray();
int width = matrix.width();
// - 55% => 10
// - 55% => 20
// - 100% => 100
- public static int applyMaskPenaltyRule4(final ByteMatrix matrix) {
+ public static int applyMaskPenaltyRule4(ByteMatrix matrix) {
int numDarkCells = 0;
byte[][] array = matrix.getArray();
int width = matrix.width();
}
}
}
- final int numTotalCells = matrix.height() * matrix.width();
+ int numTotalCells = matrix.height() * matrix.width();
double darkRatio = (double) numDarkCells / numTotalCells;
return Math.abs((int) (darkRatio * 100 - 50)) / 5 * 10;
}
// Return the mask bit for "getMaskPattern" at "x" and "y". See 8.8 of JISX0510:2004 for mask
// pattern conditions.
- public static int getDataMaskBit(final int maskPattern, final int x, final int y) {
+ public static int getDataMaskBit(int maskPattern, int x, int y) {
if (!QRCode.isValidMaskPattern(maskPattern)) {
throw new IllegalArgumentException("Invalid mask pattern");
}
// Helper function for applyMaskPenaltyRule1. We need this for doing this calculation in both
// vertical and horizontal orders respectively.
- private static int applyMaskPenaltyRule1Internal(final ByteMatrix matrix, boolean isHorizontal) {
+ private static int applyMaskPenaltyRule1Internal(ByteMatrix matrix, boolean isHorizontal) {
int penalty = 0;
int numSameBitCells = 0;
int prevBit = -1;
// for (int i = 0; i < matrix.width(); ++i) {
// for (int j = 0; j < matrix.height(); ++j) {
// int bit = matrix.get(j, i);
- final int iLimit = isHorizontal ? matrix.height() : matrix.width();
- final int jLimit = isHorizontal ? matrix.width() : matrix.height();
+ int iLimit = isHorizontal ? matrix.height() : matrix.width();
+ int jLimit = isHorizontal ? matrix.width() : matrix.height();
byte[][] array = matrix.getArray();
for (int i = 0; i < iLimit; ++i) {
for (int j = 0; j < jLimit; ++j) {
- final int bit = isHorizontal ? array[i][j] : array[j][i];
+ int bit = isHorizontal ? array[i][j] : array[j][i];
if (bit == prevBit) {
numSameBitCells += 1;
// Found five repetitive cells with the same color (bit).