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    <title>topic Hello, in Intel® Integrated Performance Primitives</title>
    <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958678#M19437</link>
    <description>&lt;P&gt;Hello,&lt;/P&gt;
&lt;P&gt;Can you try to link with non threaded Intel IPP library, and see if there is any error reported?&amp;nbsp; I see in the attached file, the error reported is to the OpenMP library, we notice similar case before, and openmp may internal maintain some internal buffer, and may take as the memory leak.&amp;nbsp; If you link with non threading, it will not depend on the openmp.&lt;/P&gt;
&lt;P&gt;Thanks,&lt;BR /&gt;Chao&lt;/P&gt;</description>
    <pubDate>Thu, 17 Oct 2013 07:47:57 GMT</pubDate>
    <dc:creator>Chao_Y_Intel</dc:creator>
    <dc:date>2013-10-17T07:47:57Z</dc:date>
    <item>
      <title>Memory leak for ipp version 7.0.205</title>
      <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958676#M19435</link>
      <description>&lt;P&gt;Hi all,&lt;/P&gt;
&lt;P&gt;we are using ipp version 7.0.205 in our program. Experiments show that there are some memory leaks. After we fixed all heap-related memory leak and ran IBM Rational Purify, it points to&lt;/P&gt;
&lt;P&gt;status = ippiMorphReconstructDilate_8u_C1IR(inMask, imgCols, reconImg, imgCols,roi, pBuffer, ippiNormL1);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ImageIPPError::checkIppStatus (status, _CRT_WIDE(__FILE__),__LINE__);&lt;/P&gt;
&lt;P&gt;Here is the Purify output snip.&lt;/P&gt;
&lt;P&gt;&lt;IMG 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" height="225" width="842" /&gt;&lt;/P&gt;
&lt;P&gt;Here is the code we were using, which is very close to IPP example in &lt;A href="http://software.intel.com/sites/products/documentation/hpc/ipp/ippi/ippi_ch8/functn_MorphReconstructDilate.html" target="_blank"&gt;http://software.intel.com/sites/products/documentation/hpc/ipp/ippi/ippi_ch8/functn_MorphReconstructDilate.html&lt;/A&gt;&lt;/P&gt;
&lt;P&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; // Local manual managed resources.&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; IppiMorphAdvState *state = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ipp8u *pBuffer = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; try&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; const Ipp8u* inMask = inMaskImg.getData();&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; const Ipp8u* inMarker = markerImg.getData(); &lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ipp8u* reconImg = outImageMask.getData();&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IppiSize roi = {imgCols, imgRows};&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; int imgSize = 0;&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IppiSize msize = {3, 3};&amp;nbsp; // The structure element size&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Ipp8u mask[3*3] = {1, 1, 1, 1, 1, 1, 1, 1, 1};&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IppiPoint anchor = {msize.width/2, msize.height/2};&lt;BR /&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; //Allocate memory and initialize the structure element&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; IppStatus status = ippStsNoErr;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; status = ippiMorphAdvInitAlloc_8u_C1R(&amp;amp;state, roi, mask, msize, anchor);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ImageIPPError::checkIppStatus (status, _CRT_WIDE(__FILE__),__LINE__);&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; // Get the buffer needed for reconstruction&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; status = ippiMorphReconstructGetBufferSize_8u_C1(roi, &amp;amp;imgSize);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ImageIPPError::checkIppStatus (status, _CRT_WIDE(__FILE__),__LINE__);&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; //pBuffer = new Ipp8u[imgSize];&lt;BR /&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;pBuffer = ippsMalloc_8u(imgSize);&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; // Use the marker image to initialize the reconstructed image&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; status = ippiCopy_8u_C1R(inMarker, imgCols, reconImg, imgCols, roi);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ImageIPPError::checkIppStatus (status, _CRT_WIDE(__FILE__),__LINE__);&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; // Call reconstruction&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; status = ippiMorphReconstructDilate_8u_C1IR(inMask, imgCols, reconImg, imgCols, &lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; roi, pBuffer, ippiNormL1);&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ImageIPPError::checkIppStatus (status, _CRT_WIDE(__FILE__),__LINE__);&lt;BR /&gt;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; //delete[] pBuffer; pBuffer = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;ippsFree(pBuffer); pBuffer = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ippiMorphAdvFree(state); state = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; catch (...)&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (pBuffer != NULL)&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; //delete[] pBuffer; pBuffer = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp;ippsFree(pBuffer); pBuffer = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; if (state != NULL)&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; {&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; ippiMorphAdvFree(state); state = NULL;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; throw;&lt;BR /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; }&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;
&lt;P&gt;Initially, we thought we should NOT use &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; pBuffer = new Ipp8u[imgSize]. But even after we use pBuffer = ippsMalloc_8u(imgSize), Purify still gave the same memory leak detection.&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;
&lt;P&gt;Any suggestions, comments would be very helpful!!!&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;
&lt;P&gt;Thanks a lot!&lt;/P&gt;
&lt;P&gt;&lt;/P&gt;</description>
      <pubDate>Wed, 16 Oct 2013 14:55:35 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958676#M19435</guid>
      <dc:creator>J_T_</dc:creator>
      <dc:date>2013-10-16T14:55:35Z</dc:date>
    </item>
    <item>
      <title>Purify output snip is missing</title>
      <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958677#M19436</link>
      <description>&lt;P&gt;Purify output snip is missing. I have attached the PNG file here.&lt;/P&gt;</description>
      <pubDate>Wed, 16 Oct 2013 14:56:53 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958677#M19436</guid>
      <dc:creator>J_T_</dc:creator>
      <dc:date>2013-10-16T14:56:53Z</dc:date>
    </item>
    <item>
      <title>Hello,</title>
      <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958678#M19437</link>
      <description>&lt;P&gt;Hello,&lt;/P&gt;
&lt;P&gt;Can you try to link with non threaded Intel IPP library, and see if there is any error reported?&amp;nbsp; I see in the attached file, the error reported is to the OpenMP library, we notice similar case before, and openmp may internal maintain some internal buffer, and may take as the memory leak.&amp;nbsp; If you link with non threading, it will not depend on the openmp.&lt;/P&gt;
&lt;P&gt;Thanks,&lt;BR /&gt;Chao&lt;/P&gt;</description>
      <pubDate>Thu, 17 Oct 2013 07:47:57 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958678#M19437</guid>
      <dc:creator>Chao_Y_Intel</dc:creator>
      <dc:date>2013-10-17T07:47:57Z</dc:date>
    </item>
    <item>
      <title>In our product code, we</title>
      <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958679#M19438</link>
      <description>&lt;P&gt;In our product code, we intend to use libiomp because of speed and performance requirement. When you notice similar case before, what other solutions have you tried? Will upgrade to 8.0 solve the issue? Thanks!&lt;/P&gt;</description>
      <pubDate>Thu, 17 Oct 2013 14:20:17 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958679#M19438</guid>
      <dc:creator>J_T_</dc:creator>
      <dc:date>2013-10-17T14:20:17Z</dc:date>
    </item>
    <item>
      <title>Hi,</title>
      <link>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958680#M19439</link>
      <description>&lt;P&gt;Hi,&lt;/P&gt;
&lt;P&gt;Regarding the OpenMP runtime library memory report by some memory checking tools, actually most of them is actually some false positive report. No actually memory is happening there. Some more discussion is here:&lt;/P&gt;
&lt;P&gt;&lt;A href="http://software.intel.com/en-us/forums/topic/279131"&gt;http://software.intel.com/en-us/forums/topic/279131&lt;/A&gt;&lt;/P&gt;
&lt;P&gt;Thanks,&lt;BR /&gt;Chao&lt;/P&gt;</description>
      <pubDate>Fri, 18 Oct 2013 06:45:47 GMT</pubDate>
      <guid>https://community.intel.com/t5/Intel-Integrated-Performance/Memory-leak-for-ipp-version-7-0-205/m-p/958680#M19439</guid>
      <dc:creator>Chao_Y_Intel</dc:creator>
      <dc:date>2013-10-18T06:45:47Z</dc:date>
    </item>
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