/frameworks/layoutlib/bridge/tests/src/android/graphics/ |
H A D | Matrix_DelegateTest.java | 53 Matrix inverse = new Matrix(); 55 m1.invert(inverse); 58 inverse.getValues(values);
|
/frameworks/opt/net/wifi/service/java/com/android/server/wifi/util/ |
H A D | KalmanFilter.java | 47 Matrix tK = mP.dotTranspose(mH).dot(tS.inverse());
|
H A D | Matrix.java | 248 * Forms the inverse of a square matrix 250 * @return newly allocated matrix representing the matrix inverse 253 public Matrix inverse() { method in class:Matrix 254 return inverse(new Matrix(n, m), new Matrix(n, 2 * m)); 258 * Forms the inverse of a square matrix 262 * @return result, filled with the matrix inverse 266 public Matrix inverse(Matrix result, Matrix scratch) { method in class:Matrix
|
/frameworks/base/libs/hwui/ |
H A D | BakedOpState.h | 70 Matrix4 inverse; local 71 inverse.loadInverse(transform); 74 inverse.mapRect(outClip);
|
H A D | Snapshot.cpp | 95 mat4 inverse; local 96 inverse.loadInverse(*transform); 99 inverse.mapRect(mLocalClip); 132 // store the inverse drawing matrix
|
H A D | RecordingCanvas.cpp | 147 // if non-empty, can safely map by the inverse transform 148 Matrix4 inverse; local 149 inverse.loadInverse(*previous.transform); 150 inverse.mapRect(layerBounds);
|
H A D | SkiaCanvas.cpp | 369 SkMatrix inverse; local 371 if (!mCanvas->getTotalMatrix().invert(&inverse)) { 380 inverse.mapRect(outRect, r);
|
/frameworks/opt/net/wifi/tests/wifitests/src/com/android/server/wifi/util/ |
H A D | MatrixTest.java | 96 * Test that matrix inverse works (non-singular case). 103 Matrix m2 = m1.inverse(); 134 Matrix m2 = m1.inverse(); 147 m1.inverse();
|
/frameworks/native/libs/vr/libdvrcommon/include/private/dvr/ |
H A D | pose.h | 29 rotation_ = rotation_.inverse(); 96 // The transfrom from the reference is the inverse of the pose. 97 Eigen::AffineMatrix<T, 4> matrix(rotation_.inverse().toRotationMatrix());
|
/frameworks/rs/ |
H A D | rsMatrix4x4.h | 54 bool inverse();
|
/frameworks/native/services/sensorservice/ |
H A D | mat.h | 341 mat<T, N, N> inverse(1); 359 t = inverse[i][k]; 360 inverse[i][k] = inverse[swap][k]; 361 inverse[swap][k] = t; 368 inverse[i][k] *= t; 375 inverse[j][k] -= inverse[i][k] * t; 380 return inverse;
|
/frameworks/native/libs/ui/ |
H A D | ColorSpace.cpp | 108 , mXYZtoRGB(inverse(rgbToXYZ)) 123 , mXYZtoRGB(inverse(rgbToXYZ)) 139 , mXYZtoRGB(inverse(rgbToXYZ)) 157 , mXYZtoRGB(inverse(mRGBtoXYZ)) 173 , mXYZtoRGB(inverse(mRGBtoXYZ)) 190 , mXYZtoRGB(inverse(mRGBtoXYZ)) 387 return inverse(matrix) * mat3{dstLMS / srcLMS} * matrix; 410 xyzToRGB = inverse(adaptation(BRADFORD, dstXYZ, ILLUMINANT_D50_XYZ) * dst.getRGBtoXYZ());
|
/frameworks/native/services/surfaceflinger/Effects/ |
H A D | Daltonizer.cpp | 66 const mat4 lms2rgb(inverse(rgb2lms));
|
/frameworks/native/services/surfaceflinger/ |
H A D | Transform.h | 93 Transform inverse() const;
|
/frameworks/rs/script_api/ |
H A D | rs_math.spec | 57 The inverse of pi, as a 32 bit float. 155 The inverse of the square root of 2, as a 32 bit float. 189 Returns the inverse cosine, in radians. 212 Returns the inverse hyperbolic cosine, in radians. 235 Returns the inverse cosine in radians, divided by pi. 237 To get an inverse cosine measured in degrees, use <code>acospi(a) * 180.f</code>. 260 Returns the inverse sine, in radians. 283 Returns the inverse hyperbolic sine, in radians. 306 Returns the inverse sine in radians, divided by pi. 308 To get an inverse sin [all...] |
/frameworks/native/libs/math/tests/ |
H A D | mat_test.cpp | 128 EXPECT_EQ(identity, inverse(identity)); 131 mat4 m3i(inverse(m3)); 137 mat4 m3ii(inverse(m3i)); 255 EXPECT_EQ(identity, inverse(identity)); 258 mat3 m3i(inverse(m3)); 264 mat3 m3ii(inverse(m3i)); 356 EXPECT_EQ(identity, inverse(identity)); 377 MatrixType inv1 = inverse(MATRIX); \
|
/frameworks/rs/tests/java_api/VrDemo/src/com/example/android/rs/vr/engine/ |
H A D | Quaternion.java | 106 public Quaternion inverse() {
method in class:Quaternion 113 return a.inverse().times(b);
|
/frameworks/native/libs/math/include/math/ |
H A D | TQuatHelpers.h | 112 return imaginary(q * QUATERNION<T>(v, 0) * inverse(q)); 200 constexpr QUATERNION<T> PURE inverse(const QUATERNION<T>& q) { function in class:android::details::TQuatFunctions 246 // could also be computed as: pow(q * inverse(p), t) * p;
|
H A D | TMatHelpers.h | 128 // 2x2 matrix inverse is easy. 137 // The analytic inverse is 172 // The analytic inverse is 203 // Do the full analytic inverse 234 inline constexpr MATRIX PURE inverse(const MATRIX& matrix) { function in namespace:android::details::matrix 429 friend inline CONSTEXPR BASE<T> PURE inverse(const BASE<T>& matrix) { function in class:android::details::TMatSquareFunctions 430 return matrix::inverse(matrix);
|
/frameworks/native/opengl/libagl/ |
H A D | matrix.cpp | 527 void invert(GLfloat* inverse, const GLfloat* src) argument 533 memcpy(inverse, gIdentityf, sizeof(gIdentityf)); 552 t = inverse[i*4+k]; 553 inverse[i*4+k] = inverse[swap*4+k]; 554 inverse[swap*4+k] = t; 561 inverse[i*4+k] *= t; 568 inverse[j*4+k] -= inverse[i*4+k]*t; 595 are transformed by the upper 3x3 modelview inverse [all...] |
/frameworks/native/libs/ui/tests/ |
H A D | colorspace_test.cpp | 39 mat3 XYZtoSRGB(inverse(sRGBToXYZ));
|
/frameworks/rs/cpu_ref/ |
H A D | rsCpuRuntimeMath.cpp | 85 return m->inverse();
|
/frameworks/base/core/jni/android/graphics/ |
H A D | Matrix.cpp | 316 SkMatrix* inverse = reinterpret_cast<SkMatrix*>(inverseHandle); local 317 return matrix->invert(inverse);
|
/frameworks/base/graphics/java/android/graphics/ |
H A D | Matrix.java | 612 * If this matrix can be inverted, return true and if inverse is not null, set inverse to be the 613 * inverse of this matrix. If this matrix cannot be inverted, ignore inverse and return false. 615 public boolean invert(Matrix inverse) { argument 616 return nInvert(native_instance, inverse.native_instance);
|
/frameworks/base/rs/java/android/renderscript/ |
H A D | Matrix4f.java | 423 * Sets the current matrix to its inverse 425 public boolean inverse() { method in class:Matrix4f 452 * Sets the current matrix to its inverse transpose
|