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442 PERSONAL CONSTRUCTS<br />

of calculating relationships between constructs<br />

in Box 20.5. For the statistically minded<br />

researcher, a variety of programs exist for<br />

Grid Analysis (http://www.brint.com/PCT.htm).<br />

A fuller discussion of metric factor analysis is<br />

given in Fransella and Bannister (1977: 73–81)<br />

and Pope and Keen (1981: 77–91).<br />

Non-metric methods of grid analysis make no<br />

assumptions about the linearity of relationships<br />

between the variables and the factors. Moreover,<br />

where the researcher is primarily interested in the<br />

relationships between elements, multidimensional<br />

scaling may prove a more useful approach to the<br />

data than principal components analysis.<br />

The choice of one method rather than<br />

another must ultimately rest both upon what is<br />

statistically correct and what is psychologically<br />

desirable. The danger in the use of advanced<br />

computer programs, as Fransella and Bannister<br />

(1977) point out, is being caught up in the<br />

numbers game. Their plea is that grid users<br />

should have at least an intuitive grasp of the<br />

processes being so competently executed by their<br />

computers.<br />

Strengths of repertory grid technique<br />

It is in the application of interpretive perspectives<br />

in social research, where the investigator seeks<br />

to understand the meaning of events to those<br />

participating, that repertory grid technique offers<br />

exciting possibilities. It is particularly able to<br />

provide the researcher with an abundance and<br />

arichnessofinterpretablematerial.Repertorygrid<br />

is, of course, especially suitable for the exploration<br />

of relationships between an individual’s personal<br />

constructs as the studies of Foster (1992) and<br />

Neimeyer (1992), for example, show. Foster<br />

(1992) employed a Grids Review and Organizing<br />

Workbo<strong>ok</strong> (GROW), a structured exercise based<br />

on personal construct theory, to help a 16-yearold<br />

boy articulate constructs relevant to his career<br />

goals. Neimeyer’s (1992) career counselling used<br />

aVocationalReptestwitha19-year-oldfemale<br />

student who compared and contrasted various<br />

vocational elements (occupations), laddering<br />

techniques being employed to determine construct<br />

hierarchies. Repertory grid is equally adaptable to<br />

the problem of identifying changes in individuals<br />

that occur as a result of some educational<br />

experience. By way of example, Burke et al.<br />

(1992) 1 identified changes in the constructs of<br />

acohortoftechnicalteachertraineesduringthe<br />

course of their two-year studies leading to qualified<br />

status.<br />

In modified formats (the ‘dyad’ and the ‘double<br />

dyad’) repertory grid has employed relationships<br />

between people as elements, rather than people<br />

themselves, and demonstrated the increased<br />

sensitivity of this type of grid in identifying<br />

problems of adjustment in such diverse fields<br />

as family counselling (Alexander and Neimeyer<br />

1989) and sports psychology (Feixas et al.1989).<br />

Finally, repertory grid can be used in studying<br />

the changing nature of construing and the<br />

patterning of relationships between constructs<br />

in groups of children from relatively young ages<br />

as the work of Salmon (1969), Applebee (1976)<br />

and Epting (1988) have shown.<br />

Difficulties in the use of repertory grid<br />

technique<br />

Fransella and Bannister (1977) point to a<br />

number of difficulties in the development and<br />

use of grid technique, the most important of<br />

which is, perhaps, the widening gulf between<br />

technical advances in grid forms and analyses<br />

and the theoretical basis from which these<br />

are derived. There is, it seems, a rapidly<br />

expanding grid industry (see, for example<br />

http://www.brint.com/PCT.htm).<br />

Aseconddifficultyrelatestothequestionof<br />

bipolarity in those forms of the grid in which<br />

customarily only one pole of the construct is used.<br />

Researchers may make unwarranted inferences<br />

about constructs’ polar opposites. Yorke’s (1978)<br />

illustration of the possibility of the researcher<br />

obtaining ‘bent’ constructs suggests the usefulness<br />

of the opposite method (Epting et al. 1971) in<br />

ensuring the bipolarity of elicited constructs.<br />

Athirdcautionisurgedwithrespecttothe<br />

elicitation and laddering of constructs. Laddering,<br />

note Fransella and Bannister (1977), is an art, not

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