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The seventeenth law was discovered by Austrian polymath {{Otto}} who, while endeavouring to explain some apparent anomalies with the fundamental law of [[conservation of tedium]] under conditions of [[change management]] that appeared to challenge the [[law of conservation of tedium]] stumbled upon a whole new fundamental law of worker entropy.<ref>{{Buchstein}} first formulated the argument in a paper delivered, curiously, in the form of a comic opera. This did not help with its early credibility among [[Lexophysics|lexophysicists]], who take themselves rather seriously.</ref> | |||
{{buchstein}} found, just as [[J. M. F. Biggs]] had hypothesised a couple of decades earlier, that the law of [[conservation of tedium]] is more profoundly affected than had previously been thought, by the ''size'' of a given system. The amount of [[tedium]] in a given system, {{Buchstein}} showed, is a square of the number of [[agency problem|agents]] comprising that system. | |||
“How is it,” he wondered, “that we can flawlessly implement our doctrinally immaculate, McKinsey-approved, [[outsourcing]], [[Right-sizing|right-sizing]], [[offshoring]] and [[Downgrading|juniorising]] programs relocate unglamorous but critical operational functions to low-cost jurisdictions with no modern slavery regulations, or automating [[software-as-a-service]] providers, but the process, which we only changed because it was an expensive and dysfunctional mess, has become even more dysfunctional and much more expensive?” | |||
The answer was that, while the purpose and output of the system, and indeed its total cost, remained constant, the size, complexity and “[[Agent quotient|agent quotient]]”<ref>The total number of [[rent-seeker|rent-seekers]] a given process or activity will sustain without collapsing in on itself as a result of someone in a position of large-enough influence, but small-enough compensation, to go “look, this is ridiculous”.</ref> of the system had dramatically increased. |
Revision as of 17:54, 24 September 2023
The JC’s seventeenth law of worker entropy describes the rate of growth of tedium in an inflating system:
“The intrinsic tedium acting on any process, organisation or ecosystem is proportional to the square of the number of individuals comprising that system.”
The seventeenth law was discovered by Austrian polymath Otto Büchstein who, while endeavouring to explain some apparent anomalies with the fundamental law of conservation of tedium under conditions of change management that appeared to challenge the law of conservation of tedium stumbled upon a whole new fundamental law of worker entropy.[1]
Büchstein found, just as J. M. F. Biggs had hypothesised a couple of decades earlier, that the law of conservation of tedium is more profoundly affected than had previously been thought, by the size of a given system. The amount of tedium in a given system, Büchstein showed, is a square of the number of agents comprising that system.
“How is it,” he wondered, “that we can flawlessly implement our doctrinally immaculate, McKinsey-approved, outsourcing, right-sizing, offshoring and juniorising programs relocate unglamorous but critical operational functions to low-cost jurisdictions with no modern slavery regulations, or automating software-as-a-service providers, but the process, which we only changed because it was an expensive and dysfunctional mess, has become even more dysfunctional and much more expensive?”
The answer was that, while the purpose and output of the system, and indeed its total cost, remained constant, the size, complexity and “agent quotient”[2] of the system had dramatically increased.
- ↑ Büchstein first formulated the argument in a paper delivered, curiously, in the form of a comic opera. This did not help with its early credibility among lexophysicists, who take themselves rather seriously.
- ↑ The total number of rent-seekers a given process or activity will sustain without collapsing in on itself as a result of someone in a position of large-enough influence, but small-enough compensation, to go “look, this is ridiculous”.