File:Complexity Science- 2 Complexity Theory.webm
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[edit]DescriptionComplexity Science- 2 Complexity Theory.webm |
English: A short introduction to the new area of complexity theory.
For full courses, transcriptions and downloads please see: http://www.complexityacademy.io Transcription: Every day when we switch on the lights, connect to the Internet or commute to work we are forming part of what are called complex systems. But to understand complex systems we need to talk a bit about system in general first. A system is a type of model we use to understand the world around us. In its essence it is a group of parts called elements that function together to form a whole that is called the system. This very simple and abstract model can be used to describe a wide variety of things.
Secondly it measures the degree of Connectivity within a system- When we have a low level of connections between elements within a systems, we can describe it by simply describing the properties of the individual elements. but as we increase the connectivity it is increasingly the relations between elements that come to define the system, thus complex systems are typically modelled as networks that can capture and quantify this information about the relations between elements.
The capacity of adaptation also means that elements can self-organize, limiting the need for centralized control and allowing for the emergence of organization from the bottom up as individual element can interact and synchronize to form patterns. Fourthly complexity is also a measure of the degree of diversity between elements within a system. Again the greater the diversity between the parts the more complex and abstract our models will have to be to capture the underlying common features. So now we have an idea of what systems and complexity are, lets put them together starting with a system with a low level of complexity. An example of this might be a set, of say five billiard balls on a table. There are quite few of them, they are all the same, they are all separate from each other and they are incapable of adapting. If we input some energy into this systems by say pushing one of the balls, the out come to this event is directly proportional to the input and is predetermined by it, we can repeat the same action a million times and we will get the exact same result. We call this type of system a deterministic or linear-system because we can draw a direct line between cause and effect, that is input and output to the system Because linear systems are relatively easy to model and control much of our modern science, engineering and management practices rest upon this type of linear understanding to the world. Ok so lets think about what happens when we turn the complexity up. Take as an example an eco-system, eco-systems typically have many elements or creature, These creatures are diverse, interconnected and capable of adaptation. Now lets add some input to this system, say we build an industrial zone right next to it emits pollution, given the eco-systems capacity for adaptation the result or output of this may well be negligible to us initially. So we continue expanding our industrial area. At some point the stress from this additional input will reach a critical tipping point with some small additional input being able to propagate through the system creating a phase transition as our eco systems collapses. Thus complex systems can exhibit both extraordinary robustness and extraordinary fragility where some small scale event can have a large systemic effect, known popularly As the butterfly effect. The point to take away from this illustration is that complex systems are what is called non-linear meaning unlike our original example with the billiard balls cause and effect are no longer directly related. It is due to the fact that complex systems are non-linear and largely defined by their connections that make them un-amenable to our traditional scientific methods of analysis that often relies upon linear models and a component based description of the world... |
Date | |
Source | YouTube: Complexity Science: 2 Complexity Theory – View/save archived versions on archive.org and archive.today |
Author | Complexity Academy |
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YouTube: Complexity Science: 2 Complexity Theory – View/save archived versions on archive.org and archive.today, was reviewed on 20 April 2017 by reviewer Daphne Lantier, who confirmed that it was available there under the stated license on that date.
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