Bifurcation: Difference between revisions
Jump to navigation
Jump to search
(Created page with " '''= key concept in chaos theory''' =Description= Peter Pogany: "Chaos (theory) informs us that systems holding together and facilitating processes that grow in size and complexity, will have to undergo periods of chaotic self-organization called bifurcations." (p. 297) .. Bifurcation begins when a single system parameter leaves its acceptable range and branches into two or more alternative solutions." (p. 297)... "Bifurcation generates a diversity of possible soluti...") |
No edit summary |
||
| Line 1: | Line 1: | ||
'''= key concept in chaos theory''' | '''= key concept in chaos theory''' | ||
| Line 6: | Line 5: | ||
Peter Pogany: | Peter Pogany: | ||
"Chaos (theory) informs us that systems holding together and facilitating processes that grow in size and complexity, will have to undergo periods of chaotic self-organization called bifurcations." (p. 297) .. Bifurcation begins when a single system parameter leaves its acceptable range and branches into two or more alternative solutions." (p. 297)... "Bifurcation generates a diversity of possible solutions for another relative | "Chaos (theory) informs us that systems holding together and facilitating processes that grow in size and complexity, will have to undergo periods of chaotic self-organization called bifurcations." (p. 297) .. Bifurcation begins when a single system parameter leaves its acceptable range and branches into two or more alternative solutions." (p. 297)... "Bifurcation generates a diversity of possible solutions for another relative steady state." (p. 298) "The web has to go through bifurcation to proceed from one relative state to the next." (p. 298) | ||
(Source: [[Rethinking the World]], by Peter Pogany) | (Source: [[Rethinking the World]], by Peter Pogany) | ||
[[Category:Complexity]] | [[Category:Complexity]] | ||
Latest revision as of 09:47, 8 June 2025
= key concept in chaos theory
Description
Peter Pogany:
"Chaos (theory) informs us that systems holding together and facilitating processes that grow in size and complexity, will have to undergo periods of chaotic self-organization called bifurcations." (p. 297) .. Bifurcation begins when a single system parameter leaves its acceptable range and branches into two or more alternative solutions." (p. 297)... "Bifurcation generates a diversity of possible solutions for another relative steady state." (p. 298) "The web has to go through bifurcation to proceed from one relative state to the next." (p. 298)
(Source: Rethinking the World, by Peter Pogany)