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Using language as related stimuli for concept generation

Published online by Cambridge University Press:  19 March 2007

IVEY CHIU
Affiliation:
Department of Mechanical and Industrial Engineering, University of Toronto, Toronto, Ontario, Canada
L.H. SHU
Affiliation:
Department of Mechanical and Industrial Engineering, University of Toronto, Toronto, Ontario, Canada
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Abstract

This paper examines the use of language, specifically verbs, as stimuli for concept generation. Because language has been shown to be important to the reasoning process in general as well as to specific reasoning processes that are central to the design process, we are investigating the relationship between language and conceptual design. The use of language to facilitate different stages of the design process has been investigated in the past. Our previous work, and the work of others, showed that ideas produced can be expressed through related hierarchical lexical relationships, so we investigated the use of verbs within these hierarchical relationships as stimuli for ideas. Participants were provided with four problems and related verb stimuli, and asked to develop concepts using the stimuli provided. The stimuli sets were generated by exploring verb hierarchies based on functional words from the problem statements. We found that participants were most successful when using lower level (more specific) verbs as stimuli, and often higher level general verbs were only used successfully in conjunction with lower level verbs. We also observed that intransitive verbs (verbs that cannot take a direct object) were less likely to be used successfully in the development of concepts. Overall, we found that the verb chosen as stimulus by the participant directly affects the success and the type of concept developed.

Information

Type
Research Article
Copyright
© 2007 Cambridge University Press
Figure 0

The stimuli in hierarchy form for the sunflower-seed shelling problem.

Figure 1

Summary of response categories

Figure 2

The frequency of indication, related concepts, and complete concepts for stimuli words for the sunflower-seed shelling problem.

Figure 3

Dominant complete concepts and associated words for the sunflower-seed shelling problem

Figure 4

Word co-usage patterns for complete concepts for the sunflower-seed shelling problem

Figure 5

The stimuli hierarchy for the grinding problem.

Figure 6

The frequency of indication, related concepts, and complete concepts for stimuli words for the grinding problem.

Figure 7

Dominant complete concepts and associated words for the grinding problem

Figure 8

Word co-usage patterns for complete concepts for the grinding problem

Figure 9

The stimuli hierarchy for the egg orientation problem.

Figure 10

Comparison of meanings for difference senses of “move,” “swing,” and “turn”

Figure 11

The frequency of indication, related concepts, and complete concepts for the stimuli words for the egg orientation problem.

Figure 12

Dominant complete concepts and associated words for the egg orientation problem

Figure 13

Word co-usage patterns for complete concepts for the egg orientation problem

Figure 14

The stimuli hierarchy for the bushing and pin alignment and insertion problem.

Figure 15

The frequency of indication, related concepts, and complete concepts for stimuli words for the bushing and pin alignment and insertion problem.

Figure 16

Dominant complete concepts and associated words for the bushing and pin alignment and insertion problem

Figure 17

Word co-usage patterns for complete concepts for the bushing and pin alignment and insertion problem

Figure 18

The percentage of weighted intransitivity compared to the percentage indicated for all problems.

Figure 19

The percentage of weighted intransitivity compared to the percentage related for all problems.

Figure 20

The percentage of weighted intransitivity compared to the percentage complete for all problems.

Figure 21

The normalized intransitive density compared to the percentage indicated for all problems.

Figure 22

The normalized intransitive density compared to the percentage related for all problems.

Figure 23

The normalized intransitive density compared to the percentage complete for all problems.