It has always been characteristic of American Industry to change products and methods of doing jobs as often as competitive conditions or engineering… - John R. P. French

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It has always been characteristic of American Industry to change products and methods of doing jobs as often as competitive conditions or engineering progress dictates. This makes frequent changes in an individual's work necessary. In addition, the markedly greater turnover and absenteeism of recent years result in unbalanced production lines which again makes for frequent shifting of individuals from one job to another. One of the most serious production problems faced at the Harwood Manufacturing Corporation has been the resistance of production workers to the necessary changes in methods and jobs. This resistance expressed itself in several ways, such as grievances about the piece rates that went with the new methods, high turnover, very low efficiency, restriction of output, and marked aggression against management. Despite these undesirable effects, it was necessary that changes in methods and jobs continue.

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About John R. P. French

John R. P. French Jr. (7 August 1913 – 14 October 1995) was an American psychologist, and Professor Emeritus in psychology from the . He may be best known for his collaboration with Bertram Raven on in 1959.

Also Known As

Alternative Names: J. R. P. French John Robert Putnam French John R.P. French, Jr.
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On the basis of the preliminary theory that resistance to change is a combination of an individual reaction to frustration with strong group-induced forces it seemed that the most appropríate methods for overcoming the resistance to change would be group methods

By the basis of power we mean the relationship between O and P which is the source of that power. It is rare that we can say with certainty that a given empirical case of power is limited to one source. Normally, the relation between O and P will be characterized by several qualitatively different variables which are bases of power (30). Although there are undoubtedly many possible bases of power which may be distinguished, we shall here define five which seem especially common and important. These five bases of O's power are:

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