💾 Archived View for gemini.quux.org › h › Government › Israeli%20-%20Palestinian%20War › fafo › repo… captured on 2024-08-19 at 00:04:50.

View Raw

More Information

-=-=-=-=-=-=-

<html>
<head>
<title>FAFO Report 151</title>

<map name = pager>
<area shape = rect coords = "0,0,464,20" href="index.html">
<area shape = rect coords = "464,0,482,20" href="10_notes.html">
<area shape = rect coords = "482,0,496,20" href="index.html">
<area shape = rect coords = "494,0,514,20" href="A_1.html">
</map>
</head>

<body  bgcolor="#ffffff">

<center>

<table width = 528 cols = 1 border = 0 cellpadding = 5>

<tr valign = top>
<td>
<a href="../../../../../../../_._.html"><img src="http://almashriq.hiof.no/sys/almashriq-fafo-page.gif" border = 0 usemap="#pager"></a>
</td>
</tr>
<tr valign = top width=528>
<td>

<h3>Appendix A</h3>
<H2>Sampling Strategy</H2>
<b>Steinar Tamsfoss</b>

<P>
<b>1 Introduction</b><BR>
The purpose of this paper is to describe the principal guidelines for sample
selection in the FAFO International survey on living conditions in the Gaza
Strip, West Bank and Arab Jerusalem. The account is both textual and mathematical.
The intention is to document sample design(s) and estimators in fairly general
terms. Details as to the outcome of numerical calculations or of random
selections involved are - with a few exceptions - not included.

<P>
As a matter of course, sample designing to a large extent relies on what
kind of information about the survey population is actually available at
the time of planning. Existing information can be utilized both for improving
the sample design in terms of statistical reliability and for reducing field
work costs. Except for the Gaza Strip, the only relevant information available
was population numbers for subdistricts and localities. The corresponding
figures for Gaza proved to be too outdated and unreliable for our purposes,
implying a separate strategy had to be designed for Gaza. However, as preparations
proceeded we became aware of unpublished population data for Gaza Strip
localities, which was of great benefit in the final stages of the design.<BR>
The total sample size is, in accordance with the survey budget, approximately
2,500 units. It should be kept in mind that the survey in fact comprises
three separate surveys - each using a specific questionnaire:
<OL>
  <LI>A survey of households
  <LI>A survey of individuals of age 15 years or older
  <LI>A survey of females of age 15 years or older
</OL>

<P>
Ideally, one might have designed separate sampling strategies for each of
the surveys. On practical grounds, not least the high costs that would be
involved, this was considered unrealistic. Moreover, the additional advantages
that could be expected were clearly marginal from the point of view of representativity.
A combined design for all three surveys was chosen, adopting the following
conceptual approach:<BR>

<OL>
  <LI>Selection of a sample of 2,500 households.
  <LI>Selection of a sample of individuals by random subsampling of one
individual from each of the 2,500 households included in sample 1.
  <LI>All women in sample 2 were to comprise the female sample 3, the expected
sample size of which would be approximately 1,250.
</OL>

<P>
According to Benvenisti<a href="A_notes.html#1"><sup>1</sup></a>, the Arab population totals for individuals of
all ages for the three areas are shown in table A.1.
<p>

<i>Table A.1 Estimates of the permanent population (non-Jewish) in the Gaza Strip, West Bank and Arab Jerusalem</i><p>

<table border=1 cellspacing=0 cellpadding=5>

<tr align=center><td align=left>Region</td><td>Individuals</td><td>Percent</td></tr>
<tr align=center><td align=left>Gaza Strip</td><td>633.000</td><td>35</td></tr>
<tr align=center><td align=left>West Bank</td><td>1.067.000</td><td>58</td></tr>
<tr align=center><td align=left>Arab Jerusalem</td><td>136.000</td><td>7</td></tr>
<tr align=center><td align=left>Total</td><td>1,836.000</td><td>100</td></tr>

</table>

<P>
Although these figures are estimates for the 1987 populations, and not very
reliable ones at that, they should be able to give an indication of the
relative distribution of the &quot;permanent&quot; population (including
residents abroad for less than a year). No census has been taken in the
occupied territories since 1967, and all population statistics are estimates.
According to Benvenisti, an Israeli Central Bureau of Statistics estimate
of the West Bank population amounted to 858,000 as of December 31, 1987.
The Interior Ministry figure for the West Bank as of November 1987 was 1,252,000.
A critical discussion of the three sets of figures are found in the cited
Benvenisti publication. When comparing with other Israeli official statistics,
no equivalent estimates are found. However, for the adult population the
 estimates in table A.2 can be extracted from these.<a href="A_notes.html#2"><sup>2</sup></a> <a href="A_notes.html#3"><sup>3</sup></a>
<p>

<i>Table A.2 Estimates of the adult non-Jewish population in the Gaza Strip, West Bank and Jerusalem</i><p>

<table border=1 cellspacing=0 cellpadding=5>

<tr align=center><td align=left>Region</td><td>Individuals</td><td>Percent</td></tr>
<tr align=center><td align=left>Gaza Strip (15+ years, 1987)</td><td>283,000</td><td>34</td></tr>
<tr align=center><td align=left>West Bank (15+ years, 1987)</td><td>456,000</td><td>56</td></tr>
<tr align=center><td align=left>Jerusalem (All Jerusalem, non-Jews, 15+ years, 1988)</td><td>83,000</td><td>10</td></tr>
<tr align=center><td align=left>Total</td><td>822,000</td><td>100</td></tr>

</table>

<P>
Obviously, it is difficult to compare the absolute magnitude of the two
sets of population figures as the latter one is logically as well as numerically
a subset of the former. Assuming that the proportions of adults within each
area are about the same in the three areas, it is seen that the relative
proportions in the tables above are not very different. For the purpose
of the present survey - aiming at providing relative distributions rather
than absolute numbers - the accuracy of the Benvenisti proportions is assumed
to be fairly satisfactory, taking into account that estimates of relative
distributions are more robust against distortions of the population proportions
than are estimates of absolute magnitudes. The particular issue of &quot;illegal&quot;
immigration to Arab Jerusalem (Palestinians living without proper permits)
may serve as an illustration of some of the problems involved in evaluating
the reliability of the various population estimates. According to official
figures compiled by the Israeli security services, illegal immigration amounts
to 10,000<a href="A_notes.html#4"><sup>4</sup></a>. Another estimate  (probably originating from the Interior Ministry)
was conveyed by Jerusalem City Councilman Shmuel Meir in an interview<a href="A_notes.html#5"><sup>5</sup></a>:
&quot;Some 100,000 Arabs from Judea and Samaria have moved to East Jerusalem
since 1967, many illegally&quot;. A third estimate, reported by the Jerusalem
Post the same winter, stated that &quot;nearly 2,000 illegally built homes
were discovered in East Jerusalem in a recent Interior Ministry survey which
also showed tens of thousands of Arabs from the territories were living
illegally in the capital.&quot;

<P>
The evaluation problem does not merely lie in the difficulties in assessing
which estimate is the most accurate one, but also in the uncertainty with
regard to whether the illegal residents are included in the estimates or
not. However confusing this unclear state of statistics may be, it should
be made clear that this survey comprises the present population in the three
areas - illegal residents included.

<P>
One of the inherent survey objectives has been to analyze data for the three
regions separately. For such analyses to be reliable a certain minimum number
of observations has to be collected in each of the regions. For surveys
comprising a wide range of variables a proportionate regional sample allocation
is normally recommended as a compromise yielding fairly reliable all-over
estimates. However, for Arab Jerusalem a proportionate allocation would
imply a sample size of only 175 observations (approximately 90 females),
which is too small to support the reliability standards required. These
standards were set to the equivalence of 500 (female sample 250) as the
minimum number of observations for one single area. This measure obviously
implied that the regional sample allocation would have to be disproportionate,
and that considerations of optimality would make little sense. The regional
sample allocation finally arrived at is shown in table A.3.
<p>

<i>Table A.3 Regional sample allocation.</i><p>

<table border=1 cellspacing=0 cellpadding=5>

<tr align=center><td align=left>Region</td><td>Households</td><td>Individuals</td><td>Females</td><td>Percent</td></tr>
<tr align=center><td align=left>Gaza Strip</td><td>960</td><td>960</td><td>480</td><td>38</td></tr>
<tr align=center><td align=left>West Bank</td><td>1,040</td><td>1,040</td><td>520</td><td>42</td></tr>
<tr align=center><td align=left>Arab Jerusalem</td><td>500</td><td>500</td><td>250</td><td>20</td></tr>
<tr align=center><td align=left>Total</td><td>2,500</td><td>2,500</td><td>1,250</td><td>100</td></tr>

</table>

<P>
The sample designs for each of the regions are described in detail in the
subsequent sections. A general, self-explanatory overview of the various
sampling stages and the corresponding sampling units involved at each stage,
is shown in Figure A.1<p>

<i>Figure A.1 Overview of the Sampling Stages and the corresponding Sampling Units at each Stage</i><p>

<img src="bilder/A1.gif">

<P>
The question of inclusion probabilities also needs to be considered (inclusion
probability is the probability of an arbitrary unit of the population being
included in the sample). As will be seen, inclusion probabilities for the
various sampling units involved differ for more reasons than the fact that
the regional sample allocation would have to vary. One major implication
of variations in inclusion probabilities is that proper weights must be
assigned to each of the observations in order to achieve unbiased survey
results. In most cases the inversed inclusion probabilities or variates
derived from these are chosen as the individual weights. Estimators (computational
methods) are discussed in a separate section.

<P>

<!-- end body text -->

</td>
</tr>
<tr>
<td align = center>
<a href="_._.html"><img src="../../../../../../../sys/almashriq-bottom-line.gif"alt = "----------------" border= 0></a><p><pre>
<a href="../../../../../../../base/mailpage.html">al@mashriq</a>                       960722</pre>
</table>
</center>
</body>
</html>