
“The whole is greater than the sum of its parts.”
Source: The Alphabet of Grace
“The whole is greater than the sum of its parts.”
Source: Principles of Gestalt Psychology, 1935, p. 176
Context: Even these humble objects reveal that our reality is not a mere collocation of elemental facts, but consists of units in which no part exists by itself, where each part points beyond itself and implies a larger whole. Facts and significance cease to be two concepts belonging to different realms, since a fact is always a fact in an intrinsically coherent whole. We could solve no problem of organization by solving it for each point separately, one after the other; the solution had to come for the whole. Thus we see how the problem of significance is closely bound up with the problem of the relation between the whole and its parts. It has been said: The whole is more than the sum of its parts. It is more correct to say that the whole is something else than the sum of its parts, because summing is a meaningless procedure, whereas the whole-part relationship is meaningful.
“Everything is a miracle. It is a miracle that one does not melt in one's bath.”
“One Whitman is miracle enough, and when he comes again it will be the end of the world.”
“Some Lines from Whitman”, p. 119
Poetry and the Age (1953)
Holism and Evolution (1926)
“The only possible idea of India is that of a nation greater than the sum of its parts.”
The Hindu, "Strengthening Indianness ", Sunday, Jan 19, 2003, Available Online http://www.hinduonnet.com/thehindu/mag/2003/01/19/stories/2003011900240300.htm
2000s
Roger Cooke in: The history of mathematics: a brief course http://books.google.co.in/books?id=z-ruAAAAMAAJ, Wiley, 7 October 1997, p. 207.
“A system is more than the sum of its parts; it is an indivisible whole.”
It loses its essential properties when it is taken apart. The elements of a system may themselves be systems, and every system may be part of a larger system.
Ackoff (1973) "Science in the Systems Age: beyond IE, OR and MS." in: Operations Research Vol 21, pp. 664.
1970s