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<art>
   <ui>1743-7075-6-7</ui>
   <ji>1743-7075</ji>
   <fm>
		<dochead>Correction</dochead>
		<bibl>
			<title>
				<p>Physiological models of body composition and human obesity</p>
			</title>
			<aug>
				<au ca="yes" id="A1">
					<snm>Levitt</snm>
					<mi>G</mi>
					<fnm>David</fnm>
					<insr iid="I1"/>
					<email>levit001@umn.edu</email>
				</au>
				<au id="A2">
					<snm>Heymsfield</snm>
					<mi>B</mi>
					<fnm>Steven</fnm>
					<insr iid="I2"/>
					<email>Steven_Heymsfield@Merck.Com</email>
				</au>
				<au id="A3">
					<snm>Pierson</snm>
					<mi>N</mi>
					<fnm>Richard</fnm>
					<suf>Jr</suf>
					<insr iid="I3"/>
					<email>RNP1@Columbia.edu</email>
				</au>
				<au id="A4">
					<snm>Shapses</snm>
					<mi>A</mi>
					<fnm>Sue</fnm>
					<insr iid="I4"/>
					<email>shapses@aesop.rutgers.edu</email>
				</au>
				<au id="A5">
					<snm>Kral</snm>
					<mi>G</mi>
					<fnm>John</fnm>
					<insr iid="I5"/>
					<email>jkral@downstate.edu</email>
				</au>
			</aug>
			<insg>
				<ins id="I1">
					<p>Department of Integrative Biology and Physiology, University of Minnesota, 321 Church Street SE, Minneapolis, MN 55455, USA</p>
				</ins>
				<ins id="I2">
					<p>Merck &amp; Co, 126 E. Lincoln Avenue, PO Box 2000, RY34-A238, Rahway, NJ 07065-0900, USA</p>
				</ins>
				<ins id="I3">
					<p>St. Luke's-Roosevelt Hospital, Columbia University College of Physicians and Surgeons, NY Body Composition Unit, 114th street and Amsterdam Avenue, NY, NY 10025, USA</p>
				</ins>
				<ins id="I4">
					<p>Department of Nutritional Sciences, Rutgers University, 96 Lipman Drive, New Brunswick, NJ 08901, USA</p>
				</ins>
				<ins id="I5">
					<p>Department of Surgery, SUNY Downstate Medical Center, Box 40, 450 Clarkson Avenue, Brooklyn, NY 11203, USA</p>
				</ins>
			</insg>
			<source>Nutrition &amp; Metabolism</source>
			<issn>1743-7075</issn>
			<pubdate>2009</pubdate>
			<volume>6</volume>
			<issue>1</issue>
			<fpage>7</fpage>
			<url>http://www.nutritionandmetabolism.com/content/6/1/7</url>
			<xrefbib>
				<pubidlist>
					<pubid idtype="pmpid">19220892</pubid>
					<pubid idtype="doi">10.1186/1743-7075-6-7</pubid>
				</pubidlist>
			</xrefbib>
		</bibl>
		<history>
			<rec>
				<date>
					<day>13</day>
					<month>2</month>
					<year>2009</year>
				</date>
			</rec>
			<acc>
				<date>
					<day>16</day>
					<month>2</month>
					<year>2009</year>
				</date>
			</acc>
			<pub>
				<date>
					<day>16</day>
					<month>2</month>
					<year>2009</year>
				</date>
			</pub>
		</history>
		<cpyrt>
			<year>2009</year>
			<collab>Levitt et al; licensee BioMed Central Ltd.</collab>
			<note>This is an Open Access article distributed under the terms of the Creative Commons Attribution License (<url>http://creativecommons.org/licenses/by/2.0</url>), which permits unrestricted use, distribution, and reproduction in any medium, provided the original work is properly cited.</note>
		</cpyrt>
		<abs>
			<sec>
				<st>
					<p>Abstract</p>
				</st>
				<p>Correction to Levitt DG, Heymsfield SB, Pierson Jr RN, Shapses SA, Kral JG: Physiological models of body composition and human obesity. <it>Nutrition &amp; Metabolism </it>2007, <b>4</b>:19</p>
			</sec>
		</abs>
	</fm>
   <bdy>
		<sec>
			<st>
				<p>Correction</p>
			</st>
			<p>Since publication of our first article <abbrgrp>
					<abbr bid="B1">1</abbr>
				</abbrgrp> we have noticed that the following corrections needed to be made. There is an error in the calculation of the body fat in the original version of this article. The tritium distribution space was not properly corrected for non-aqueous hydrogen exchange and water density resulting in estimates of percent body fat that are about 2% less then the correct percent. This produces small errors in the regression relations for the prediction of body fat from BMI or body density described originally in Tables <tblr tid="T3">3</tblr>, <tblr tid="T4">4</tblr>, <tblr tid="T5">5</tblr>, <tblr tid="T6">6</tblr>, <tblr tid="T7">7</tblr>, <tblr tid="T8">8</tblr> and <tblr tid="T9">9</tblr>. The corrected tables (calculated using TBW = 3H2O &#215; 0.96 &#215; 0.994) are provided.</p>
			<tbl id="T3">
				<title>
					<p>Table 3</p>
				</title>
				<caption>
					<p>Caucasian males: Dependence of fat fraction on age for two BMI ranges.</p>
				</caption>
				<tblbdy cols="6">
					<r>
						<c ca="left">
							<p>BMI Range</p>
						</c>
						<c ca="left">
							<p>Ave age (SD)</p>
						</c>
						<c ca="left">
							<p>Age range</p>
						</c>
						<c ca="left">
							<p>Ave BMI</p>
						</c>
						<c ca="left">
							<p>Ave Fat Fraction</p>
						</c>
						<c ca="left">
							<p>N</p>
						</c>
					</r>
					<r>
						<c cspan="6">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>18 &#8211; 24</p>
						</c>
						<c ca="left">
							<p>21.86 (2.44)</p>
						</c>
						<c ca="left">
							<p>18 &#8211; 25</p>
						</c>
						<c ca="left">
							<p>22.19 (1.08)</p>
						</c>
						<c ca="left">
							<p>0.1193 (.046)</p>
						</c>
						<c ca="left">
							<p>29</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>29.94 (2.36)</p>
						</c>
						<c ca="left">
							<p>26 &#8211; 33</p>
						</c>
						<c ca="left">
							<p>22.12 (1.34)</p>
						</c>
						<c ca="left">
							<p>0.134 (.048) (NS)</p>
						</c>
						<c ca="left">
							<p>32</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>52.83 (19.42)</p>
						</c>
						<c ca="left">
							<p>34 &#8211; 84</p>
						</c>
						<c ca="left">
							<p>22.39 (1.31)</p>
						</c>
						<c ca="left">
							<p>0.173 (.057) (p &lt; .01)</p>
						</c>
						<c ca="left">
							<p>30</p>
						</c>
					</r>
					<r>
						<c cspan="6">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>24 &#8211; 44</p>
						</c>
						<c ca="left">
							<p>25.94 (2.66)</p>
						</c>
						<c ca="left">
							<p>21 &#8211; 30</p>
						</c>
						<c ca="left">
							<p>27.64 (4.00)</p>
						</c>
						<c ca="left">
							<p>0.188 (.084)</p>
						</c>
						<c ca="left">
							<p>47</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>38.17 (5.07)</p>
						</c>
						<c ca="left">
							<p>31 &#8211; 48</p>
						</c>
						<c ca="left">
							<p>27.42 (3.96)</p>
						</c>
						<c ca="left">
							<p>0.211 (.072) (NS)</p>
						</c>
						<c ca="left">
							<p>48</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>66.25 (10.69)</p>
						</c>
						<c ca="left">
							<p>49 &#8211; 97</p>
						</c>
						<c ca="left">
							<p>27.93 (3.41)</p>
						</c>
						<c ca="left">
							<p>0.284 (.075) (p &lt; .01)</p>
						</c>
						<c ca="left">
							<p>47</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The p values are for comparisons to the closest younger age group.</p>
				</tblfn>
			</tbl>
			<tbl id="T4">
				<title>
					<p>Table 4</p>
				</title>
				<caption>
					<p>Caucasian females: Dependence of fat fraction on age for three BMI ranges.</p>
				</caption>
				<tblbdy cols="6">
					<r>
						<c ca="left">
							<p>BMI Range</p>
						</c>
						<c ca="left">
							<p>Ave age (SD)</p>
						</c>
						<c ca="left">
							<p>Age range</p>
						</c>
						<c ca="left">
							<p>Ave BMI</p>
						</c>
						<c ca="left">
							<p>Ave Fat Fraction</p>
						</c>
						<c ca="left">
							<p>N</p>
						</c>
					</r>
					<r>
						<c cspan="6">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>17 &#8211; 22</p>
						</c>
						<c ca="left">
							<p>24.95 (3.41)</p>
						</c>
						<c ca="left">
							<p>18 &#8211; 30</p>
						</c>
						<c ca="left">
							<p>20.00 (1.38)</p>
						</c>
						<c ca="left">
							<p>0.219 (.045)</p>
						</c>
						<c ca="left">
							<p>42</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>38.04 (5.87)</p>
						</c>
						<c ca="left">
							<p>30 &#8211; 49</p>
						</c>
						<c ca="left">
							<p>20.60 (1.07)</p>
						</c>
						<c ca="left">
							<p>0.241 (.056) (p &lt; .05)</p>
						</c>
						<c ca="left">
							<p>42</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>63.32 (11.18)</p>
						</c>
						<c ca="left">
							<p>49 &#8211; 89</p>
						</c>
						<c ca="left">
							<p>20.55 (1.01)</p>
						</c>
						<c ca="left">
							<p>0.298 (.053) (p &lt; .01)</p>
						</c>
						<c ca="left">
							<p>40</p>
						</c>
					</r>
					<r>
						<c cspan="6">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>22 &#8211; 25.9</p>
						</c>
						<c ca="left">
							<p>26.14 (4.72)</p>
						</c>
						<c ca="left">
							<p>18 &#8211; 33</p>
						</c>
						<c ca="left">
							<p>23.30 (1.03)</p>
						</c>
						<c ca="left">
							<p>0.26 (.049)</p>
						</c>
						<c ca="left">
							<p>43</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>39.12 (4.91)</p>
						</c>
						<c ca="left">
							<p>33 &#8211; 51</p>
						</c>
						<c ca="left">
							<p>23.45 (1.05)</p>
						</c>
						<c ca="left">
							<p>0.30 (.055) (p &lt; .01)</p>
						</c>
						<c ca="left">
							<p>41</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>68.12 (10.47)</p>
						</c>
						<c ca="left">
							<p>52 &#8211; 88</p>
						</c>
						<c ca="left">
							<p>24.12 (1.15)</p>
						</c>
						<c ca="left">
							<p>0.36 (.059) (p &lt; .01)</p>
						</c>
						<c ca="left">
							<p>39</p>
						</c>
					</r>
					<r>
						<c cspan="6">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>26 &#8211; 56</p>
						</c>
						<c ca="left">
							<p>34.94 (6.198)</p>
						</c>
						<c ca="left">
							<p>21 &#8211; 45</p>
						</c>
						<c ca="left">
							<p>31.19 (6.12)</p>
						</c>
						<c ca="left">
							<p>0.408 (.074)</p>
						</c>
						<c ca="left">
							<p>36</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>54.0 (4.69)</p>
						</c>
						<c ca="left">
							<p>46 &#8211; 61</p>
						</c>
						<c ca="left">
							<p>31.72 (5.89)</p>
						</c>
						<c ca="left">
							<p>.428 (.056) (NS)</p>
						</c>
						<c ca="left">
							<p>35</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>70.49 (6.87)</p>
						</c>
						<c ca="left">
							<p>62 &#8211; 90</p>
						</c>
						<c ca="left">
							<p>29.36 (2.68)</p>
						</c>
						<c ca="left">
							<p>0.414 (.053) (NS)</p>
						</c>
						<c ca="left">
							<p>35</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The p values are for comparisons to the closest younger age group</p>
				</tblfn>
			</tbl>
			<tbl id="T5">
				<title>
					<p>Table 5</p>
				</title>
				<caption>
					<p>Ethnic dependence of BMI versus fat fraction for males.</p>
				</caption>
				<tblbdy cols="5">
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>N</p>
						</c>
						<c ca="left">
							<p>Age range (ave)</p>
						</c>
						<c ca="left">
							<p>BMI range (ave)</p>
						</c>
						<c ca="left">
							<p>Ave Fat Fract. (SD)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Caucasian</p>
						</c>
						<c ca="left">
							<p>129</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 57 (37.4)</p>
						</c>
						<c ca="left">
							<p>22 &#8211; 34 (25.42)</p>
						</c>
						<c ca="left">
							<p>0.321 (0.071)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Black</p>
						</c>
						<c ca="left">
							<p>95</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 52 (37.8)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 34 (26.57)</p>
						</c>
						<c ca="left">
							<p>0.328 (0.074) (NS)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Hispanic</p>
						</c>
						<c ca="left">
							<p>37</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 60 (36.1)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 34 (25.40)</p>
						</c>
						<c ca="left">
							<p>0.311 (0.09) (NS)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Puerto Rican</p>
						</c>
						<c ca="left">
							<p>41</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 52 (35.7)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 30 (26.18)</p>
						</c>
						<c ca="left">
							<p>0.348 (0.058) (p &lt; .05)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Caucasian</p>
						</c>
						<c ca="left">
							<p>153</p>
						</c>
						<c ca="left">
							<p>23 &#8211; 53 (35.41)</p>
						</c>
						<c ca="left">
							<p>17 &#8211; 25 (21.72)</p>
						</c>
						<c ca="left">
							<p>0.257 (.061)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Asian</p>
						</c>
						<c ca="left">
							<p>35</p>
						</c>
						<c ca="left">
							<p>23 &#8211; 53 (36.7)</p>
						</c>
						<c ca="left">
							<p>17 &#8211; 28 (21.25)</p>
						</c>
						<c ca="left">
							<p>0.282 (.066) (p = 0.07)</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The age range of the Caucasians was adjusted to match the age range of the comparison group. The p values are for comparisons between the ethnic group and Caucasians.</p>
				</tblfn>
			</tbl>
			<tbl id="T6">
				<title>
					<p>Table 6</p>
				</title>
				<caption>
					<p>Ethnic dependence of BMI versus fat fraction for females.</p>
				</caption>
				<tblbdy cols="5">
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>N</p>
						</c>
						<c ca="left">
							<p>Age range (ave)</p>
						</c>
						<c ca="left">
							<p>BMI range (ave)</p>
						</c>
						<c ca="left">
							<p>Ave Fat Fract. (SD)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Caucasian</p>
						</c>
						<c ca="left">
							<p>129</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 57 (37.4)</p>
						</c>
						<c ca="left">
							<p>22 &#8211; 34 (25.42)</p>
						</c>
						<c ca="left">
							<p>0.321 (0.071)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Black</p>
						</c>
						<c ca="left">
							<p>95</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 52 (37.8)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 34 (26.57)</p>
						</c>
						<c ca="left">
							<p>0.328 (0.074) (NS)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Hispanic</p>
						</c>
						<c ca="left">
							<p>37</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 60 (36.1)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 34 (25.40)</p>
						</c>
						<c ca="left">
							<p>0.311 (0.09) (NS)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Puerto Rican</p>
						</c>
						<c ca="left">
							<p>41</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 52 (35.7)</p>
						</c>
						<c ca="left">
							<p>20 &#8211; 30 (26.18)</p>
						</c>
						<c ca="left">
							<p>0.348 (0.058) (p &lt; .05)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Caucasian</p>
						</c>
						<c ca="left">
							<p>153</p>
						</c>
						<c ca="left">
							<p>23 &#8211; 53 (35.41)</p>
						</c>
						<c ca="left">
							<p>17 &#8211; 25 (21.72)</p>
						</c>
						<c ca="left">
							<p>0.257 (.061)</p>
						</c>
					</r>
					<r>
						<c cspan="5">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Asian</p>
						</c>
						<c ca="left">
							<p>35</p>
						</c>
						<c ca="left">
							<p>23 &#8211; 53 (36.7)</p>
						</c>
						<c ca="left">
							<p>17 &#8211; 28 (21.25)</p>
						</c>
						<c ca="left">
							<p>0.282 (.066) (p = 0.07)</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The age range of the Caucasians was adjusted to match the age range of the comparison group. The p values are for comparisons between the ethnic group and Caucasians.</p>
				</tblfn>
			</tbl>
			<tbl id="T7">
				<title>
					<p>Table 7</p>
				</title>
				<caption>
					<p>Comparison of linear (eq. (16)) and non-linear (eq. (9)) regression expressions for predicting body fat fraction from BMI and age.</p>
				</caption>
				<tblbdy cols="10">
					<r>
						<c ca="left">
							<p>Subjects</p>
						</c>
						<c ca="left">
							<p>&#177; Age</p>
						</c>
						<c ca="center" cspan="4">
							<p>Linear</p>
						</c>
						<c ca="center" cspan="4">
							<p>Non-linear Model I</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c>
							<p/>
						</c>
						<c cspan="8">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c>
							<p/>
						</c>
						<c ca="center">
							<p>a</p>
						</c>
						<c ca="center">
							<p>b</p>
						</c>
						<c ca="center">
							<p>c</p>
						</c>
						<c ca="center">
							<p>MSR</p>
						</c>
						<c ca="center">
							<p>BMI<sub>0</sub>
							</p>
						</c>
						<c ca="center">
							<p>f<sub>1</sub>
							</p>
						</c>
						<c ca="center">
							<p>c</p>
						</c>
						<c ca="center">
							<p>MSR</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male Caucasians</p>
						</c>
						<c ca="center">
							<p>No</p>
						</c>
						<c ca="center">
							<p>-.166</p>
						</c>
						<c ca="center">
							<p>.0141</p>
						</c>
						<c ca="center">
							<p>----</p>
						</c>
						<c ca="center">
							<p>0.00404</p>
						</c>
						<c ca="center">
							<p>17.20</p>
						</c>
						<c ca="center">
							<p>.624</p>
						</c>
						<c ca="center">
							<p>----</p>
						</c>
						<c ca="center">
							<p>.00409</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="9">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.218</p>
						</c>
						<c ca="center">
							<p>.0129</p>
						</c>
						<c ca="left">
							<p>.00207</p>
						</c>
						<c ca="center">
							<p>0.00263</p>
						</c>
						<c ca="center">
							<p>19.15</p>
						</c>
						<c ca="center">
							<p>.500</p>
						</c>
						<c ca="center">
							<p>.00194</p>
						</c>
						<c ca="center">
							<p>.00287</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male Caucasian +Hispanic+Black</p>
						</c>
						<c ca="center">
							<p>No</p>
						</c>
						<c ca="center">
							<p>-.145</p>
						</c>
						<c ca="center">
							<p>.0134</p>
						</c>
						<c ca="center">
							<p>-----</p>
						</c>
						<c ca="center">
							<p>.00380</p>
						</c>
						<c ca="center">
							<p>16.71</p>
						</c>
						<c ca="center">
							<p>.594</p>
						</c>
						<c ca="center">
							<p>----</p>
						</c>
						<c ca="center">
							<p>.00385</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="9">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.206</p>
						</c>
						<c ca="center">
							<p>.0127</p>
						</c>
						<c ca="center">
							<p>.00182</p>
						</c>
						<c ca="center">
							<p>0.00270</p>
						</c>
						<c ca="center">
							<p>18.73</p>
						</c>
						<c ca="center">
							<p>.496</p>
						</c>
						<c ca="center">
							<p>.00172</p>
						</c>
						<c ca="center">
							<p>.00288</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male Asian</p>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.156</p>
						</c>
						<c ca="center">
							<p>.0126</p>
						</c>
						<c ca="center">
							<p>.00169</p>
						</c>
						<c ca="center">
							<p>0.00201</p>
						</c>
						<c ca="center">
							<p>15.72</p>
						</c>
						<c ca="center">
							<p>.438</p>
						</c>
						<c ca="center">
							<p>.00169</p>
						</c>
						<c ca="center">
							<p>.00212</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male Puerto Rican</p>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.155</p>
						</c>
						<c ca="center">
							<p>.0119</p>
						</c>
						<c ca="center">
							<p>.00163</p>
						</c>
						<c ca="center">
							<p>0.00189</p>
						</c>
						<c ca="center">
							<p>17.84</p>
						</c>
						<c ca="center">
							<p>.536</p>
						</c>
						<c ca="center">
							<p>.00150</p>
						</c>
						<c ca="center">
							<p>.00188</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female Caucasian</p>
						</c>
						<c ca="left">
							<p>No</p>
						</c>
						<c ca="center">
							<p>0.0409</p>
						</c>
						<c ca="center">
							<p>.0113</p>
						</c>
						<c ca="center">
							<p>-----</p>
						</c>
						<c ca="center">
							<p>0.00391</p>
						</c>
						<c ca="center">
							<p>13.50</p>
						</c>
						<c ca="center">
							<p>.739</p>
						</c>
						<c ca="center">
							<p>-----</p>
						</c>
						<c ca="center">
							<p>.00314</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="9">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.0240</p>
						</c>
						<c ca="center">
							<p>.0104</p>
						</c>
						<c ca="center">
							<p>.00186</p>
						</c>
						<c ca="center">
							<p>0.00281</p>
						</c>
						<c ca="center">
							<p>14.39</p>
						</c>
						<c ca="center">
							<p>.635</p>
						</c>
						<c ca="center">
							<p>.00151</p>
						</c>
						<c ca="center">
							<p>.00244</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female Caucasian +Hispanic+Black</p>
						</c>
						<c ca="left">
							<p>No</p>
						</c>
						<c ca="center">
							<p>0.0494</p>
						</c>
						<c ca="center">
							<p>.0109</p>
						</c>
						<c ca="center">
							<p>------</p>
						</c>
						<c ca="center">
							<p>.00351</p>
						</c>
						<c ca="center">
							<p>13.50</p>
						</c>
						<c ca="center">
							<p>.728</p>
						</c>
						<c ca="center">
							<p>-----</p>
						</c>
						<c ca="center">
							<p>.00276</p>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c cspan="9">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.0160</p>
						</c>
						<c ca="center">
							<p>.0104</p>
						</c>
						<c ca="center">
							<p>.00169</p>
						</c>
						<c ca="center">
							<p>0.00260</p>
						</c>
						<c ca="center">
							<p>14.37</p>
						</c>
						<c ca="center">
							<p>.642</p>
						</c>
						<c ca="center">
							<p>.00132</p>
						</c>
						<c ca="center">
							<p>.00222</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female Asian</p>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>-.0903</p>
						</c>
						<c ca="center">
							<p>.0153</p>
						</c>
						<c ca="center">
							<p>.00122</p>
						</c>
						<c ca="center">
							<p>0.00137</p>
						</c>
						<c ca="center">
							<p>12.38</p>
						</c>
						<c ca="center">
							<p>.573</p>
						</c>
						<c ca="center">
							<p>.00122</p>
						</c>
						<c ca="center">
							<p>.00140</p>
						</c>
					</r>
					<r>
						<c cspan="10">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female Puerto Rican</p>
						</c>
						<c ca="left">
							<p>Yes</p>
						</c>
						<c ca="center">
							<p>0.0718</p>
						</c>
						<c ca="center">
							<p>.00919</p>
						</c>
						<c ca="center">
							<p>.000947</p>
						</c>
						<c ca="center">
							<p>.00159</p>
						</c>
						<c ca="center">
							<p>12.82</p>
						</c>
						<c ca="center">
							<p>.639</p>
						</c>
						<c ca="center">
							<p>.000737</p>
						</c>
						<c ca="center">
							<p>.00142</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The regression parameters (either a, b and c; or BMI0, f1 and c) and the mean square residual error (MSR) for the different ethnic groups are listed.</p>
				</tblfn>
			</tbl>
			<tbl id="T8">
				<title>
					<p>Table 8</p>
				</title>
				<caption>
					<p>Prediction of fat fraction from BMI for Caucasian + Black + Hispanic subjects.</p>
				</caption>
				<tblbdy cols="11">
					<r>
						<c ca="left">
							<p>Subjects</p>
						</c>
						<c ca="center" cspan="3">
							<p>Linear</p>
						</c>
						<c ca="center" cspan="3">
							<p>Model I</p>
						</c>
						<c ca="center" cspan="4">
							<p>Model II</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c>
							<p/>
						</c>
						<c ca="center">
							<p>a</p>
						</c>
						<c ca="center">
							<p>b</p>
						</c>
						<c ca="center">
							<p>MSR</p>
						</c>
						<c ca="center">
							<p>f<sub>1</sub>
							</p>
						</c>
						<c ca="center">
							<p>BMI<sub>0</sub>
							</p>
						</c>
						<c ca="center">
							<p>MSR</p>
						</c>
						<c ca="center">
							<p>f<sub>1</sub>
							</p>
						</c>
						<c ca="center">
							<p>f<sub>0</sub>
							</p>
						</c>
						<c ca="center">
							<p>BMI<sub>0</sub>
							</p>
						</c>
						<c ca="center">
							<p>MSR</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 18 &#8211; 89</p>
						</c>
						<c ca="center">
							<p>-.145</p>
						</c>
						<c ca="center">
							<p>.0134</p>
						</c>
						<c ca="center">
							<p>.0038</p>
						</c>
						<c ca="center">
							<p>.594</p>
						</c>
						<c ca="center">
							<p>16.71</p>
						</c>
						<c ca="center">
							<p>0.00385</p>
						</c>
						<c ca="center">
							<p>.647</p>
						</c>
						<c ca="center">
							<p>.129</p>
						</c>
						<c ca="center">
							<p>22.00</p>
						</c>
						<c ca="center">
							<p>0.00377</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 18 &#8211; 31</p>
						</c>
						<c ca="center">
							<p>-.201</p>
						</c>
						<c ca="center">
							<p>.0134</p>
						</c>
						<c ca="center">
							<p>.00273</p>
						</c>
						<c ca="center">
							<p>.543</p>
						</c>
						<c ca="center">
							<p>19.39</p>
						</c>
						<c ca="center">
							<p>0.00315</p>
						</c>
						<c ca="center">
							<p>.706</p>
						</c>
						<c ca="center">
							<p>.118</p>
						</c>
						<c ca="center">
							<p>23.78</p>
						</c>
						<c ca="left">
							<p>0.00261</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 32 &#8211; 50</p>
						</c>
						<c ca="center">
							<p>-.133</p>
						</c>
						<c ca="center">
							<p>.0119</p>
						</c>
						<c ca="center">
							<p>.00303</p>
						</c>
						<c ca="center">
							<p>.505</p>
						</c>
						<c ca="center">
							<p>16.54</p>
						</c>
						<c ca="center">
							<p>0.00312</p>
						</c>
						<c ca="center">
							<p>.619</p>
						</c>
						<c ca="center">
							<p>.153</p>
						</c>
						<c ca="center">
							<p>23.54</p>
						</c>
						<c ca="left">
							<p>0.00281</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 51 &#8211; 89</p>
						</c>
						<c ca="center">
							<p>-.126</p>
						</c>
						<c ca="center">
							<p>.0136</p>
						</c>
						<c ca="center">
							<p>.00310</p>
						</c>
						<c ca="center">
							<p>.628</p>
						</c>
						<c ca="center">
							<p>16.28</p>
						</c>
						<c ca="center">
							<p>.00299</p>
						</c>
						<c ca="center">
							<p>.661</p>
						</c>
						<c ca="center">
							<p>.167</p>
						</c>
						<c ca="center">
							<p>21.43</p>
						</c>
						<c ca="center">
							<p>0.00283</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 18 &#8211; 90</p>
						</c>
						<c ca="center">
							<p>+.0494</p>
						</c>
						<c ca="center">
							<p>.0109</p>
						</c>
						<c ca="center">
							<p>.00351</p>
						</c>
						<c ca="center">
							<p>.728</p>
						</c>
						<c ca="center">
							<p>13.50</p>
						</c>
						<c ca="center">
							<p>.00276</p>
						</c>
						<c ca="center">
							<p>.745</p>
						</c>
						<c ca="center">
							<p>.220</p>
						</c>
						<c ca="center">
							<p>19.65</p>
						</c>
						<c ca="center">
							<p>0.00272</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 18 &#8211; 31</p>
						</c>
						<c ca="center">
							<p>-.00685</p>
						</c>
						<c ca="center">
							<p>.0116</p>
						</c>
						<c ca="center">
							<p>.00237</p>
						</c>
						<c ca="center">
							<p>.695</p>
						</c>
						<c ca="center">
							<p>13.99</p>
						</c>
						<c ca="center">
							<p>.00225</p>
						</c>
						<c ca="center">
							<p>.774</p>
						</c>
						<c ca="center">
							<p>.214</p>
						</c>
						<c ca="center">
							<p>21.30</p>
						</c>
						<c ca="center">
							<p>0.00181</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 32 &#8211; 50</p>
						</c>
						<c ca="center">
							<p>+0.0700</p>
						</c>
						<c ca="center">
							<p>.00963</p>
						</c>
						<c ca="center">
							<p>.00306</p>
						</c>
						<c ca="center">
							<p>.723</p>
						</c>
						<c ca="center">
							<p>13.86</p>
						</c>
						<c ca="center">
							<p>.00212</p>
						</c>
						<c ca="center">
							<p>.737</p>
						</c>
						<c ca="center">
							<p>.208</p>
						</c>
						<c ca="center">
							<p>19.71</p>
						</c>
						<c ca="center">
							<p>0.00209</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 51 &#8211; 90</p>
						</c>
						<c ca="center">
							<p>+0.106</p>
						</c>
						<c ca="center">
							<p>.0101</p>
						</c>
						<c ca="center">
							<p>.00225</p>
						</c>
						<c ca="center">
							<p>.681</p>
						</c>
						<c ca="center">
							<p>11.57</p>
						</c>
						<c ca="center">
							<p>.00210</p>
						</c>
						<c ca="center">
							<p>.682</p>
						</c>
						<c ca="center">
							<p>.249</p>
						</c>
						<c ca="center">
							<p>18.28</p>
						</c>
						<c ca="center">
							<p>0.00210</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>Model parameters and mean square residual error (MSR) for Model I, Model II and Linear fit are listed.</p>
				</tblfn>
			</tbl>
			<tbl id="T9">
				<title>
					<p>Table 9</p>
				</title>
				<caption>
					<p>Prediction of fat fraction from body density for Caucasian + Black + Hispanic subjects.</p>
				</caption>
				<tblbdy cols="11">
					<r>
						<c ca="left">
							<p>Subjects</p>
						</c>
						<c ca="left">
							<p>a</p>
						</c>
						<c ca="left">
							<p>b</p>
						</c>
						<c ca="left">
							<p>f<sub>0</sub>
							</p>
						</c>
						<c ca="left">
							<p>f<sub>1</sub>
							</p>
						</c>
						<c ca="left">
							<p>d<sub>0</sub>
							</p>
						</c>
						<c ca="left">
							<p>d<sub>1</sub>
							</p>
						</c>
						<c ca="left">
							<p>MSRls</p>
						</c>
						<c ca="left">
							<p>MSRsiri1</p>
						</c>
						<c ca="left">
							<p>MSRsiri2</p>
						</c>
						<c ca="left">
							<p>MSRbro</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 18 &#8211; 89</p>
						</c>
						<c ca="left">
							<p>4.63</p>
						</c>
						<c ca="left">
							<p>4.208</p>
						</c>
						<c ca="left">
							<p>0.129</p>
						</c>
						<c ca="left">
							<p>0.647</p>
						</c>
						<c ca="left">
							<p>1.0678</p>
						</c>
						<c ca="left">
							<p>0.954</p>
						</c>
						<c ca="left">
							<p>.000481</p>
						</c>
						<c ca="left">
							<p>.000693</p>
						</c>
						<c ca="left">
							<p>.000711</p>
						</c>
						<c ca="left">
							<p>0.000553</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 18 &#8211; 31</p>
						</c>
						<c ca="left">
							<p>4.912</p>
						</c>
						<c ca="left">
							<p>4.475</p>
						</c>
						<c ca="left">
							<p>0.118</p>
						</c>
						<c ca="left">
							<p>0.706</p>
						</c>
						<c ca="left">
							<p>1.0695</p>
						</c>
						<c ca="left">
							<p>0.948</p>
						</c>
						<c ca="left">
							<p>.000402</p>
						</c>
						<c ca="left">
							<p>.000536</p>
						</c>
						<c ca="left">
							<p>.000597</p>
						</c>
						<c ca="left">
							<p>0.000532</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 32 &#8211; 50</p>
						</c>
						<c ca="left">
							<p>4.559</p>
						</c>
						<c ca="left">
							<p>4.141</p>
						</c>
						<c ca="left">
							<p>0.153</p>
						</c>
						<c ca="left">
							<p>0.619</p>
						</c>
						<c ca="left">
							<p>1.061</p>
						</c>
						<c ca="left">
							<p>0.958</p>
						</c>
						<c ca="left">
							<p>.000457</p>
						</c>
						<c ca="left">
							<p>.000723</p>
						</c>
						<c ca="left">
							<p>.000614</p>
						</c>
						<c ca="left">
							<p>.000562</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Male: 51 &#8211; 89</p>
						</c>
						<c ca="left">
							<p>4.231</p>
						</c>
						<c ca="left">
							<p>3.821</p>
						</c>
						<c ca="left">
							<p>0.167</p>
						</c>
						<c ca="left">
							<p>0.661</p>
						</c>
						<c ca="left">
							<p>1.0612</p>
						</c>
						<c ca="left">
							<p>0.944</p>
						</c>
						<c ca="left">
							<p>.000516</p>
						</c>
						<c ca="left">
							<p>.000853</p>
						</c>
						<c ca="left">
							<p>.000957</p>
						</c>
						<c ca="left">
							<p>.000568</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 18 &#8211; 90</p>
						</c>
						<c ca="left">
							<p>4.673</p>
						</c>
						<c ca="left">
							<p>4.239</p>
						</c>
						<c ca="left">
							<p>0.220</p>
						</c>
						<c ca="left">
							<p>0.745</p>
						</c>
						<c ca="left">
							<p>1.048</p>
						</c>
						<c ca="left">
							<p>0.9376</p>
						</c>
						<c ca="left">
							<p>.000640</p>
						</c>
						<c ca="left">
							<p>.000813</p>
						</c>
						<c ca="left">
							<p>.00202</p>
						</c>
						<c ca="left">
							<p>.000662</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 18 &#8211; 31</p>
						</c>
						<c ca="left">
							<p>4.779</p>
						</c>
						<c ca="left">
							<p>4.339</p>
						</c>
						<c ca="left">
							<p>0.214</p>
						</c>
						<c ca="left">
							<p>0.774</p>
						</c>
						<c ca="left">
							<p>1.050</p>
						</c>
						<c ca="left">
							<p>.935</p>
						</c>
						<c ca="left">
							<p>.000616</p>
						</c>
						<c ca="left">
							<p>.00066</p>
						</c>
						<c ca="left">
							<p>.00178</p>
						</c>
						<c ca="left">
							<p>.000661</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 32 &#8211; 50</p>
						</c>
						<c ca="left">
							<p>4.785</p>
						</c>
						<c ca="left">
							<p>4.347</p>
						</c>
						<c ca="left">
							<p>0.208</p>
						</c>
						<c ca="left">
							<p>0.737</p>
						</c>
						<c ca="left">
							<p>1.050</p>
						</c>
						<c ca="left">
							<p>.941</p>
						</c>
						<c ca="left">
							<p>.000538</p>
						</c>
						<c ca="left">
							<p>.000653</p>
						</c>
						<c ca="left">
							<p>.00191</p>
						</c>
						<c ca="left">
							<p>.000576</p>
						</c>
					</r>
					<r>
						<c cspan="11">
							<hr/>
						</c>
					</r>
					<r>
						<c ca="left">
							<p>Female: 51 &#8211; 90</p>
						</c>
						<c ca="left">
							<p>4.606</p>
						</c>
						<c ca="left">
							<p>4.175</p>
						</c>
						<c ca="left">
							<p>0.249</p>
						</c>
						<c ca="left">
							<p>0.682</p>
						</c>
						<c ca="left">
							<p>1.041</p>
						</c>
						<c ca="left">
							<p>.948</p>
						</c>
						<c ca="left">
							<p>.000722</p>
						</c>
						<c ca="left">
							<p>.00102</p>
						</c>
						<c ca="left">
							<p>.00223</p>
						</c>
						<c ca="left">
							<p>.000732</p>
						</c>
					</r>
				</tblbdy>
				<tblfn>
					<p>The parameters a and b are the optimal least square values (fat fraction = a/density &#8211; b), and f0 and f1 are the fat fractions used for the determination of d0 and d1 from the values of a and b. The mean square residual error for the least square fit (MSRls), the Siri Model I (MSRsiri1, eq. (13)) and Model II (MSRsiri2, eq. (14)) and the Brozek model (MSRbro, eq. (10)) are also listed.</p>
				</tblfn>
			</tbl>
		</sec>
	</bdy>
   <bm>
		<refgrp>
			<bibl id="B1">
				<title>
					<p>Physiological models of body composition and human obesity</p>
				</title>
				<aug>
					<au>
						<snm>Levitt</snm>
						<fnm>DG</fnm>
					</au>
					<au>
						<snm>Heymsfield</snm>
						<fnm>SB</fnm>
					</au>
					<au>
						<snm>Pierson</snm>
						<fnm>RN</fnm>
						<suf>Jr</suf>
					</au>
					<au>
						<snm>Shapses</snm>
						<fnm>SA</fnm>
					</au>
					<au>
						<snm>Kral</snm>
						<fnm>JG</fnm>
					</au>
				</aug>
				<source>Nutrition &amp; Metabolism</source>
				<pubdate>2007</pubdate>
				<volume>4</volume>
				<fpage>19</fpage>
				<xrefbib>
					<pubidlist>
						<pubid idtype="pmcid">2082278</pubid>
						<pubid idtype="pmpid" link="fulltext">17883858</pubid>
						<pubid idtype="doi">10.1186/1743-7075-4-19</pubid>
					</pubidlist>
				</xrefbib>
			</bibl>
		</refgrp>
	</bm>
</art>
