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  /frameworks/native/opengl/tools/glgen/specs/jsr239/
glspec-checks 1 glClipPlanef check equation 4
2 glClipPlanex check equation 4
  /external/bzip2/
bz-common.xsl 22 book toc,title,figure,table,example,equation
  /external/libxml2/result/SVG/
mathswitch.xml 4 fallback graphical representation of an equation, if
  /external/libxml2/test/SVG/
mathswitch.xml 5 fallback graphical representation of an equation, if
  /external/eigen/Eigen/src/Eigen2Support/
LeastSquares.h 41 * constants \f$a,b,c\f$ so that the plane of equation \f$y=ax+bz+c\f$ fits
56 * instance how near points[0] is from the plane of equation \f$y=ax+bz+c\f$.
61 * are near, so points[0] is very near the plane of equation \f$y=ax+bz+c\f$.
74 Then the resulting equation is:
110 * take a \a funcOfOthers argument. Instead, it finds a general equation
  /external/deqp/modules/gles2/functional/
es2fBlendTests.cpp 221 log << TestLog::Message << "RGB equation = " << getBlendEquationName(paramSet.equationRGB) << TestLog::EndMessage;
224 log << TestLog::Message << "Alpha equation = " << getBlendEquationName(paramSet.equationAlpha) << TestLog::EndMessage;
237 referenceState.blendRGBState.equation = sglr::rr_util::mapGLBlendEquation(paramSet.equationRGB);
240 referenceState.blendAState.equation = sglr::rr_util::mapGLBlendEquation(paramSet.equationAlpha);
343 // Test all blend equation, src blend function, dst blend function combinations. RGB and alpha modes are the same.
425 // Test all RGB and alpha equation combinations. Src and dst funcs are ONE for both.
428 TestCaseGroup* group = new TestCaseGroup(m_context, "rgb_equation_alpha_equation", "Combinations of RGB and Alpha Equation Combinations");
439 "RGB equation " + getBlendEquationName(eqRGB.glValue) +
440 ", alpha equation " + getBlendEquationName(eqAlpha.glValue);
  /external/deqp/modules/gles3/functional/
es3fBlendTests.cpp 269 log << TestLog::Message << "RGB equation = " << getBlendEquationName(paramSet.equationRGB) << TestLog::EndMessage;
272 log << TestLog::Message << "Alpha equation = " << getBlendEquationName(paramSet.equationAlpha) << TestLog::EndMessage;
285 referenceState.blendRGBState.equation = sglr::rr_util::mapGLBlendEquation(paramSet.equationRGB);
288 referenceState.blendAState.equation = sglr::rr_util::mapGLBlendEquation(paramSet.equationAlpha);
408 // Test all blend equation, src blend function, dst blend function combinations. RGB and alpha modes are the same.
490 // Test all RGB and alpha equation combinations. Src and dst funcs are ONE for both.
493 TestCaseGroup* group = new TestCaseGroup(m_context, "rgb_equation_alpha_equation", "Combinations of RGB and Alpha Equation Combinations");
504 "RGB equation " + getBlendEquationName(eqRGB.glValue) +
505 ", alpha equation " + getBlendEquationName(eqAlpha.glValue);
  /external/libavc/common/
ih264_chroma_intra_pred_filters.c 452 h_u += (cols + 1) * (pu1_top[8 + 2 * cols] - pu1_top[4 - 2 * cols]);/*section 8.3.4.4 equation (8-144)*/
456 v_v += (cols + 1) * (pu1_left[(4 + cols) * (-2) + 1] - pu1_left[(2 - cols) * (-2) + 1]);/*section 8.3.4.4 equation (8-145)*/
459 a_v = 16 * (pu1_left[7 * (-2) + 1] + pu1_top[15]);/*section 8.3.3.4 equation (8-141)*/
460 b_u = (34 * h_u + 32) >> 6;/*section 8.3.3.4 equation (8-142)*/
461 b_v = (34 * h_v + 32) >> 6;/*section 8.3.3.4 equation (8-142)*/
462 c_u = (34 * v_u + 32) >> 6;/*section 8.3.3.4 equation (8-143)*/
463 c_v = (34 * v_v + 32) >> 6;/*section 8.3.3.4 equation (8-143)*/
469 val = (a_u + b_u * (cols - 3) + c_u * (rows - 3) );/*section 8.3.4.4 equation (8-140)*/
472 val = (a_v + b_v * (cols - 3) + c_v * (rows - 3) );/*section 8.3.4.4 equation (8-140)*/
  /external/apache-commons-math/src/main/java/org/apache/commons/math/linear/
SingularValueDecompositionImpl.java 312 * Solve the linear equation A &times; X = B in least square sense.
318 * right-hand side of the equation A &times; X = B
328 * Solve the linear equation A &times; X = B in least square sense.
334 * right-hand side of the equation A &times; X = B
345 * Solve the linear equation A &times; X = B in least square sense.
351 * right-hand side of the equation A &times; X = B
  /external/apache-commons-math/src/main/java/org/apache/commons/math/optimization/linear/
LinearConstraint.java 66 * Build a constraint involving a single linear equation.
68 * A linear constraint with a single linear equation has one of the forms:
85 * Build a constraint involving a single linear equation.
87 * A linear constraint with a single linear equation has one of the forms:
108 * A linear constraint with two linear equation has one of the forms:
139 * A linear constraint with two linear equation has one of the forms:
  /device/generic/goldfish/opengl/system/egl/
ClientAPIExts.in 57 (GLenum plane, const GLfloat *equation),
58 (plane, equation))
  /external/apache-commons-math/src/main/java/org/apache/commons/math/special/
Erf.java 43 * following <a href="http://mathworld.wolfram.com/Erf.html"> Erf</a>, equation (3)</p>
72 * following <a href="http://mathworld.wolfram.com/Erf.html"> Erf</a>, equation (3).</p>
  /external/deqp/modules/glshared/
glsInteractionTestUtil.hpp 45 deUint32 equation; member in struct:deqp::gls::InteractionTestUtil::BlendState
50 : equation (0)
  /external/mesa3d/src/mesa/drivers/dri/i965/
brw_lower_texture_gradients.cpp 116 * gradients are s'(x,y), t'(x,y), and r'(x,y) from equation 3.19 in the
127 /* Calculate rho from equation 3.20 of the GL 3.0 specification. */
  /external/skia/src/gpu/vk/
GrVkPipeline.cpp 303 static VkBlendOp blend_equation_to_vk_blend_op(GrBlendEquation equation) {
314 SkASSERT((unsigned)equation < kGrBlendCoeffCnt);
315 return gTable[equation];
353 GrBlendEquation equation = blendInfo.fEquation; local
356 bool blendOff = (kAdd_GrBlendEquation == equation || kSubtract_GrBlendEquation == equation) &&
364 attachmentState->colorBlendOp = blend_equation_to_vk_blend_op(equation);
367 attachmentState->alphaBlendOp = blend_equation_to_vk_blend_op(equation);
  /frameworks/native/opengl/libs/GLES_CM/
glext_api.in 49 void API_ENTRY(glClipPlanexOES)(GLenum plane, const GLfixed *equation) {
50 CALL_GL_API(glClipPlanexOES, plane, equation);
67 void API_ENTRY(glGetClipPlanexOES)(GLenum plane, GLfixed *equation) {
68 CALL_GL_API(glGetClipPlanexOES, plane, equation);
241 void API_ENTRY(glClipPlanefOES)(GLenum plane, const GLfloat *equation) {
242 CALL_GL_API(glClipPlanefOES, plane, equation);
250 void API_ENTRY(glGetClipPlanefOES)(GLenum plane, GLfloat *equation) {
251 CALL_GL_API(glGetClipPlanefOES, plane, equation);
  /external/libopus/silk/fixed/
solve_LS_FIX.c 56 opus_int M, /* I Dim of Matrix equation */
64 const opus_int M, /* I Dim of Matrix equation */
210 opus_int M, /* I Dim of Matrix equation */
232 const opus_int M, /* I Dim of Matrix equation */
  /external/opencv3/doc/py_tutorials/py_feature2d/py_features_harris/
py_features_harris.markdown 27 second term. Applying Taylor Expansion to above equation and using some mathematical steps (please
28 refer any standard text books you like for full derivation), we get the final equation as:
40 Then comes the main part. After this, they created a score, basically an equation, which will
73 - **k** - Harris detector free parameter in the equation.
  /external/skia/include/gpu/
GrCaps.h 168 kAdvancedCoherent_BlendEquationSupport, //<! Advanced blend equation support that does not
184 bool canUseAdvancedBlendEquation(GrBlendEquation equation) const {
185 SkASSERT(GrBlendEquationIsAdvanced(equation));
186 return SkToBool(fAdvBlendEqBlacklist & (1 << equation));
  /external/skia/include/utils/
SkTextBox.h 22 Spacing is a linear equation used to compute the distance between lines
  /hardware/bsp/intel/peripheral/libupm/src/mpu9150/
mpu9250.cxx 45 // this equation is taken from the datasheet. The 333.87 value was
  /external/ceres-solver/internal/ceres/
corrector.cc 95 // Calculate the smaller of the two solutions to the equation
114 // Equation 11 in BANS.
131 // Equation 11 in BANS.
  /external/opencv3/modules/calib3d/src/
polynom_solver.cpp 28 /// Reference : Eric W. Weisstein. "Cubic Equation." From MathWorld--A Wolfram Web Resource.
55 // Solve the cubic equation
94 /// Reference : Eric W. Weisstein. "Quartic Equation." From MathWorld--A Wolfram Web Resource.
  /frameworks/av/media/libeffects/lvm/lib/SpectrumAnalyzer/src/
LVPSA_Tables.c 169 * Coefficients for calculating the cosine with the equation:
186 * Coefficients for calculating the cosine error with the equation:
195 * the equation:
  /external/opencv3/doc/py_tutorials/py_video/py_lucas_kanade/
py_lucas_kanade.markdown 43 get the following equation:
51 Above equation is called Optical Flow equation. In it, we can find \f$f_x\f$ and \f$f_y\f$, they are image
53 one equation with two unknown variables. So several methods are provided to solve this problem and
62 method. Below is the final solution which is two equation-two unknown problem and solve to get the

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