

“A job is only a short-term solution to a long-term problem.”
Rich Dad Poor Dad: What the Rich Teach Their Kids About Money-That the Poor and the Middle Class Do Not!
A Wayne. Wymore (2004) " The nature of research in systems engineering http://sse.stevens.edu/fileadmin/cser/2004/papers/211-Paper119.pdf"; As cited in: Eric David Smith (2006) Tradeoff Studies and Cognitive Biases. p. 31.
“A job is only a short-term solution to a long-term problem.”
Rich Dad Poor Dad: What the Rich Teach Their Kids About Money-That the Poor and the Middle Class Do Not!
Source: Systems Design of Education (1991), p. 20
Source: 1940s - 1950s, Introduction to Operations Research (1957), p. 8, cited in: R.L. McCown (2001) "Learning to bridge the gap between science-based decision support and the practice of farming". In: Aust. J. Agric. Res., Vol 52, p. 560-561
“Political problem requires political solution.”
qouted in talk-show "Fifth day" (Peti dan) on Croatian Radiotelevision in 2017
“Design may be a solution to some industrial problems.”
In answer of the question: Is Design a craft for industrial purposes?
Design Q & A with Charles Eames, 1972
Energy and the Common Purpose, 3rd ed. (2007), p. 39 http://www.theleaneconomyconnection.net/downloads.html#TEQs
“A system represents someone's solution to a problem. The system doesn't solve the problem.”
Source: General systemantics, an essay on how systems work, and especially how they fail..., 1975, p. 74 Cited in: Roger Kaufman and Fenwick W. English (1979) Needs Assessment: Concept and Application, p. 94
Source: Bad Samaritans: The Myth of Free Trade and the Secret History of Capitalism (2008), Ch. 6, The tyranny of interlocking patents, p. 128
Context: The days are over when technology can be advanced in laboratories by individual scientists alone. Now you need an army of lawyers to negotiate the hazardous terrain of interlocking patents. Unless we find a solution to the problem of interlocking patents, the patent system may actually impede the very innovation it was designed to encourage.
Univalent Foundations, Vladimir Voevodsky, IAS, March 26, 2014 http://www.math.ias.edu/vladimir/files/2014_IAS.pdf p. 13