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LSRC reference Section 7<br />

page 114/115<br />

Sternberg’s theory and the TSI were part of the battery<br />

of tests used by Demetriou and Kazi (2001) in their<br />

attempt to build and test a theory of the mind and its<br />

development from childhood to adolescence. The scale<br />

of the project is impressive, with a sample of 840<br />

participants from 10 to 15 years of age in Thessaloniki,<br />

Greece and a follow-up study of 322 students from<br />

the University of Cyprus. It is, however, important<br />

to realise that only the first two of the five dimensions<br />

of Sternberg’s theory were tested (ie function and<br />

form were tested, but not level, scope and <strong>learning</strong>).<br />

Moreover, the test of thinking <strong>styles</strong> constituted only<br />

a very small part of the data collection which involved<br />

three testing periods of 2 hours; the battery consisted<br />

of six tests of cognitive ability (quantitative, causal,<br />

spatial, social understanding, drawing and creativity)<br />

and self-evaluation questionnaires on cognitive ability,<br />

personality, cognitive and problem-solving strategies<br />

and occupational preferences, as well as thinking<br />

<strong>styles</strong>. It is, nevertheless, important to note that the<br />

alphas for the three <strong>styles</strong>: executive (0.56), legislative<br />

(0.51), and evaluative (0.59) were considerably lower<br />

than those which Sternberg claimed for them.<br />

Demetriou and Kazi (2001, 196) conclude that<br />

Sternberg’s thinking <strong>styles</strong><br />

are derivatives of the more fundamental dimensions<br />

involved in the realms of personality and cognition.<br />

In a sense, this finding is in line with Sternberg’s<br />

conception of thinking <strong>styles</strong> as the interface between<br />

personality, intelligence and actual performance.<br />

One can live without them<br />

No conclusions were drawn by these authors in relation<br />

to thinking <strong>styles</strong> and pedagogy.<br />

General<br />

Each of the 13 <strong>styles</strong> is based on a short<br />

self-assessment inventory of no more than eight<br />

questions, some of which may strike some respondents<br />

as unanswerable; for example, Question 1 in the<br />

External Style Inventory reads: ‘When starting a task,<br />

I like to brainstorm ideas with friends or peers’.<br />

This statement is likely to raise the following questions<br />

in the minds of respondents: does this refer to every<br />

task? Is brainstorming appropriate for all tasks?<br />

Without a detailed description of the kind of task the<br />

psychologist has in mind, some respondents may<br />

find themselves unable and unwilling to answer this<br />

question. It does not matter how sophisticated the<br />

statistical analysis of responses to such questions is,<br />

if the responses do not accurately reflect the behaviour<br />

of the respondents. Each of the 13 inventories has<br />

a similar vague statement; for example, the Monarchic<br />

Style Inventory contains the following statement:<br />

‘When trying to finish a task, I tend to ignore problems<br />

that come up.’ We argue that it depends on the task<br />

and on the type of problem that comes up.<br />

The statements in the 13 inventories are rather<br />

obvious, so it is relatively easy to guess the intentions<br />

of the psychologist who wrote the item. It would<br />

therefore be simple to fake a response, for instance,<br />

to a Conservative Style statement such as ‘When faced<br />

with a problem, I like to solve it in a traditional way’.<br />

Respondents could decide whether they wish to appear<br />

as left- or right-wing or somewhere in between.<br />

Implications for pedagogy<br />

The significance for pedagogy of Sternberg’s research<br />

on thinking <strong>styles</strong> can be summarised in five brief<br />

propositions which are of a very general nature.<br />

Teachers should use a variety of teaching methods<br />

(eg lectures, group discussions).<br />

Teachers should use a variety of assessment methods<br />

(eg multiple-choice questions, essays, projects).<br />

Teachers should provide students with an<br />

understanding of different thinking <strong>styles</strong> and should<br />

themselves be aware of the <strong>styles</strong> they either<br />

encourage or punish.<br />

Teachers should know about gender and cross-cultural<br />

differences in thinking <strong>styles</strong>.<br />

Teachers should use extracurricular activities<br />

to enhance the quality of teaching and <strong>learning</strong><br />

(see Zhang and Sternberg 2001).<br />

The fifth recommendation does not appear to stem from<br />

Sternberg’s own research, but from the work of others<br />

on creative thinking.<br />

Sternberg is convinced that his theory is important<br />

for pedagogy and has carried out a series of studies<br />

of thinking/<strong>learning</strong> <strong>styles</strong> in both secondary and<br />

higher education, and cross-cultural studies in China,<br />

Hong Kong and the US. In his own words (1999, 115):<br />

‘The key principle [of the theory] is that in order<br />

for students to benefit maximally from instruction<br />

and assessment, at least some of each should match<br />

their <strong>styles</strong> of thinking’. He is convinced that different<br />

methods of instruction work best for different <strong>styles</strong><br />

of thought and produces a table (reproduced here<br />

as Table 40) to show the various types of compatibility.<br />

His argument is that teachers need the flexibility to<br />

vary their teaching style to suit students’ different <strong>styles</strong><br />

of thought and that few methods of instruction are<br />

likely to be optimal for everyone.<br />

Again, Sternberg argues, without any supporting<br />

evidence, that different methods of assessment tend<br />

to benefit different thinking <strong>styles</strong> and produces<br />

a table to exemplify the connections (see Table 41).

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