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LSC South East - lsc.gov.uk - Learning and Skills Council

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Another limitation is the quality <strong>and</strong> consistency of the data. Where different data<br />

sources are used there is always a danger that differences in definitions, etc. will<br />

cause inconsistencies between different sets of figures. Even within a single data<br />

source there can be shortcomings; for example, the DCSF tables for participation<br />

rates report that “due to rounding error” the participation rates for Wokingham <strong>and</strong><br />

Reading in 2005 amounted to over 100%. Given that the figures for both 2004 <strong>and</strong><br />

2006 record participation rates of 91% or less, this is some rounding error. We<br />

have endeavoured to ensure the use of consistent data <strong>and</strong> methods <strong>and</strong> we do<br />

know that the results are at least internally consistent within our model, something<br />

which may not occur if projections are being made by a number of different parties.<br />

Another point to note is that our forecasts apply to 16 <strong>and</strong> 17 year olds in the year in<br />

question. Many of the 17 year olds will reach 18 during the year <strong>and</strong>, even after the<br />

raising of the compulsory participation age, will then be entitled to leave school or<br />

college. Hence we will have some attrition of these students during their final year.<br />

We do not model this effect, on the grounds that provision would have to be made<br />

for their participation at the start of the year <strong>and</strong> this determines the required<br />

capacity of schools <strong>and</strong> colleges.<br />

In addition to the model, we have done a range of other research into the<br />

background of post-compulsory education, which will be useful in interpreting the<br />

output of the model. For example, part of this work illustrates the flows of students<br />

across local authority boundaries (including into <strong>and</strong> out of the <strong>South</strong> <strong>East</strong> as a<br />

whole), demonstrating that it is not sufficient only to forecast the growth of resident<br />

learners. Some of this is possibly as valuable as the model itself, <strong>and</strong> it reveals<br />

that although a statistical model can produce forecasts, there is still an important<br />

element of judgement that is required when deciding upon the implications for a<br />

particular district.<br />

The structure of our report is as follows.<br />

• Section 2 provides a review of relevant economics literature, identifying<br />

some of the factors that have been found to influence the decision to stay on<br />

beyond the compulsory school leaving age.<br />

• Section 3 provides a brief account of our main data sources.<br />

• Section 4 then explores a range of contextual issues using a variety of<br />

information sources. This provides useful background material for<br />

interpreting the output of the model.<br />

• Section 5 then explains the methodology we have used in our model <strong>and</strong><br />

how we have used the model to generate forecasts.<br />

• Section 6 reveals the results of our modelling exercise <strong>and</strong>, importantly,<br />

shows how these may be interpreted in the light of the contextual information<br />

reported in section 4 above.<br />

• Section 7 provides a conclusion.<br />

3

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