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Searched refs:stumps (Results 1 – 8 of 8) sorted by relevance

/external/opencv3/modules/rsobjdetect/src/rs/
DdetectAt.rs54 static HaarStump stumps[numStumps];
120 const HaarStump stump = stumps[i + stumpOfs];
161 stumps[currStump] = h;
/external/opencv3/modules/objdetect/src/
DHaarStructs.h52 HaarStump* stumps; member
Dcascadedetect.hpp222 std::vector<Stump> stumps; member in cv::CascadeClassifierImpl::Data
588 CV_Assert(!cascade.data.stumps.empty()); in predictOrderedStump()
590 const CascadeClassifierImpl::Data::Stump* cascadeStumps = &cascade.data.stumps[0]; in predictOrderedStump()
625 CV_Assert(!cascade.data.stumps.empty()); in predictCategoricalStump()
630 const CascadeClassifierImpl::Data::Stump* cascadeStumps = &cascade.data.stumps[0]; in predictCategoricalStump()
Dcascadedetect.cpp1115 if (!data.stumps.empty()) in ocl_detectMultiScaleNoGrouping()
1116 copyVectorToUMat(data.stumps, unodes); in ocl_detectMultiScaleNoGrouping()
1456 hf.nStumps = (int) data.stumps.size(); in setHaarVars()
1458 int nstumps = data.stumps.size(); in setHaarVars()
1462 st.featureIdx = data.stumps[j].featureIdx; in setHaarVars()
1463 st.threshold = data.stumps[j].threshold; in setHaarVars()
1464 st.left = data.stumps[j].left; in setHaarVars()
1465 st.right = data.stumps[j].right; in setHaarVars()
1468 hf.stumps = &stumpArr[0]; in setHaarVars()
1611 stumps.clear(); in read()
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/external/opencv3/modules/rsobjdetect/src/
Dinnerloop.cpp26 const HaarStump* cascadeStumps = &hf.stumps[0]; in initInnerLoop()
/external/opencv3/modules/objdetect/src/opencl/
Dcascadedetect.cl373 __global const Stump* stumps,
406 __global const Stump* stump = stumps;
461 __global const Stump* stumps,
520 __global const Stump* stump = stumps;
575 __global const Stump* stump = stumps + stages[stageIdx].first;
/external/opencv3/doc/tutorials/objdetect/
Dtraincascade.markdown304 Maximal depth of a weak tree. A decent choice is 1, that is case of stumps.
/external/opencv3/modules/ml/doc/
Dml_intro.markdown190 decision trees with only a single split node per tree (called stumps ) are sufficient.