http://home.cwru.edu/~ngb2/Authors/Marcuse.html
How Difficult it is in industrialised Societies to find People who are Not One Dimensional!
Herbert Marcuse
One-Dimensional Man
One-Dimensional Man was written in 1964 and can be seen as an analysis of highly developed societies. In it, Marcuse criticizes both communist and capitalist countries for their lack of true democratic processes. Neither type of society creates equal circumstances for its citizens. Marcuse discusses the factors which inhibit criticism and analysis of society. He draws on Marx primarily because his analysis focuses on how the economy limits potential of people.
Marcuse believes that people are not free because they function within systems such as the economy. If people were really free, they would be free from these systems. For example, people would only have to work as little as possible to provide for their needs, not an established amount of time. He states that only when people are free from these systems can they determine what they really need or want. Because we are not yet free, we have "false needs". These needs are exemplified by the range of choices which we are offered in our economy. However, each of these choices reinforces the social norms that now exists. Because each choice has the same result (reinforcement of social norms), there is no real choice. Marcuse says highly advanced societies are welfare/warfare states. Welfare states restrict freedom because they limit free time, access to necessary goods and services, and citizen's ability to realize true self-determination. The warfare state hinders a true analysis of society because it keeps people focused on fighting the "enemy" instead of focused on internal social problems.
Marcuse's analysis of highly advanced societies is accurate and useful. However, he does not provide realistic solutions to the problems he raises. His point seems to be that if societies can learn to use technologies in ways that benefit citizens, instead of restricting them, then the problems of humans will be solved.
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