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Date:      Fri, 9 Jun 2017 15:04:10 +0000 (UTC)
From:      Andriy Gapon <avg@FreeBSD.org>
To:        src-committers@freebsd.org, svn-src-all@freebsd.org, svn-src-vendor@freebsd.org
Subject:   svn commit: r319744 - vendor/illumos/dist/lib/libdtrace/common
Message-ID:  <201706091504.v59F4AJd031474@repo.freebsd.org>

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Author: avg
Date: Fri Jun  9 15:04:10 2017
New Revision: 319744
URL: https://svnweb.freebsd.org/changeset/base/319744

Log:
  8269 dtrace stddev aggregation is normalized incorrectly
  
  illumos/illumos-gate@79809f9cf402f130667349b2d4007ecd65d63c6f
  https://github.com/illumos/illumos-gate/commit/79809f9cf402f130667349b2d4007ecd65d63c6f
  
  https://www.illumos.org/issues/8269
    It seems that currently normalization of stddev aggregation is done
    incorrectly.
    We divide both the sum of values and the sum of their squares by the
    normalization factor. But we should divide the sum of squares by the
    normalization factor squared to scale the original values properly.
  
  Reviewed by: Bryan Cantrill <bryan@joyent.com>
  Approved by: Robert Mustacchi <rm@joyent.com>
  Author: Andriy Gapon <avg@FreeBSD.org>

Modified:
  vendor/illumos/dist/lib/libdtrace/common/dt_consume.c

Modified: vendor/illumos/dist/lib/libdtrace/common/dt_consume.c
==============================================================================
--- vendor/illumos/dist/lib/libdtrace/common/dt_consume.c	Fri Jun  9 15:03:07 2017	(r319743)
+++ vendor/illumos/dist/lib/libdtrace/common/dt_consume.c	Fri Jun  9 15:04:10 2017	(r319744)
@@ -381,8 +381,10 @@ dt_stddev(uint64_t *data, uint64_t normal)
 	 * The standard approximation for standard deviation is
 	 * sqrt(average(x**2) - average(x)**2), i.e. the square root
 	 * of the average of the squares minus the square of the average.
+	 * When normalizing, we should divide the sum of x**2 by normal**2.
 	 */
 	dt_divide_128(data + 2, normal, avg_of_squares);
+	dt_divide_128(avg_of_squares, normal, avg_of_squares);
 	dt_divide_128(avg_of_squares, data[0], avg_of_squares);
 
 	norm_avg = (int64_t)data[1] / (int64_t)normal / (int64_t)data[0];



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