STS3301 Paper Week 13: Difference between revisions
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Diversification of the curriculum is necessary for training. That diversification must include a weaning, as in Laughlin's example of electrical engineering students "no longer required to learn the laws of electricity." (p. 208) So, the pursuit of science or engineering, split by Laughlin between parts and systems supposedly can be redirected by adjusting the measure of parts or systems in the curriculum. | Diversification of the curriculum is necessary for training. That diversification must include a weaning, as in Laughlin's example of electrical engineering students "no longer required to learn the laws of electricity." (p. 208) So, the pursuit of science or engineering, split by Laughlin between parts and systems supposedly can be redirected by adjusting the measure of parts or systems in the curriculum. | ||
Are the organizational laws really the children of the microscopic and mechanical laws? Isn't the family relationship more like a marriage, wed by Maxwell, Boltzmann, and grudgingly Schrödinger? Has Laughlin studied the history of statistics any further than I have? | Are the organizational laws really the children of the microscopic and mechanical laws? Isn't the family relationship more like a marriage, wed by Maxwell, Boltzmann, and grudgingly Schrödinger? Has Laughlin studied the history of statistics any further than I have, or am I misinterpreting the taming of chance? | ||
==Readings== | ==Readings== | ||
Revision as of 12:14, 28 November 2009
Response to readings for STS 3301.
Diversification of the curriculum is necessary for training. That diversification must include a weaning, as in Laughlin's example of electrical engineering students "no longer required to learn the laws of electricity." (p. 208) So, the pursuit of science or engineering, split by Laughlin between parts and systems supposedly can be redirected by adjusting the measure of parts or systems in the curriculum.
Are the organizational laws really the children of the microscopic and mechanical laws? Isn't the family relationship more like a marriage, wed by Maxwell, Boltzmann, and grudgingly Schrödinger? Has Laughlin studied the history of statistics any further than I have, or am I misinterpreting the taming of chance?
Readings
<bib>Laughlin:2005</bib>
<bib>Dyson:1979</bib>
