Robustness & Resilience

Updated: Dec 1, 2020

Resilience is the capacity of a system to maintain functionality in the face of some alteration within the system’s environment.[1] All systems exist within an environment and are, to a certain extent, dependent upon a specific range of input values from that environment. The system has a set of parameters to these inputs within which it can maintain its structure and functionality, but outside of these critical parameters the system will disintegrate, i.e. become degraded to a lower level of integration or functionality. Resilience and robustness can then be defined by this set of parameters. The lower the system’s dependency upon its environment and the broader this range of input values that the system can operate within, the more robust it can be said to be. For example, in computer science, robustness is the ability of a computer to cope with errors during execution, that is to say, the ability of an algorithm to continue operating despite abnormalities in input. In this way, robustness defines its independence from a specific range of inputs or inversely its capacity to process a wider range input states. To illustrate this further, we might think about a tree withstanding the force of wind blowing against it. The tree has a certain tensile strength through its capacity to bend. Within a certain range of input values to the force exerted upon it, it will be able to withstand this perturbation from its environment. The wider the range of these input values the more robust the tree will be.

Types Of Resilience

There are fundamentally just two ways for a system to maintain its integrity given some perturbation. It can resist this change or adapt to it. By resist we mean it creates a boundary or filter condition that prevents the external influence from altering the internal configuration to the system; thus preserving its functionality and structure up to some limit. In our tree example, this might mean the organism developing a sturdy trunk. Inversely, the system can adapt by finding or generating the appropriate response required to counterbalance the perturbation. We might think of this as the tree bending over in response to the force exerted upon it. Robustness and resilience are general characteristics of self-organizing systems, both through their capacity to resist change and their capacity to adapt to it.[2]


Firstly, we will talk about their capacity to resist change through distributed control and feedback loops. In centralized systems with top-down control, there are specialized components required for regulating the system. These represent largely irreplaceable hubs that will affect the whole system if removed or degraded. Within complex systems in contrary, control is typically distributed out on the local level, meaning there is much less specialization. Missing or damaged components can often be replaced by others and this gives them a much lower level of criticality. Secondly, self-organizing systems are held within their current configuration by a set of feedback loops that are also distributed out across the system on the local level. A good example of this might be a magnet which consists of many tiny magnetic spins that are all aligned to produce an overall magnetic force. If some of the spins are knocked out of their alignment, the magnetic field produced by the rest of the spins will quickly pull them back. This force maintaining the system within its current configuration is distributed out, giving it a low level of criticality and thus a higher level of robustness.[3]


Adaptation is another mechanism for resilience. With adaptation, we are talking about the system’s capacity to maintain or generate sufficient diversity of states for it to be able to select the appropriate response when required to counterbalance a perturbation from its environment, and thus maintain its internal configuration within the required critical parameters to preserve its structure or function. To illustrate this, we might think about going hiking on a mountain. In this situation, one needs to be aware of the possible states to the weather that this environmental might present and have sufficient variety of clothing to counter-balance these different possible perturbations in order to maintain one’s body within it critical temperature parameters that are required for its continued functioning. If one does not have what is called the requisite variety in order to adapt, then this environment might present me with a blizzard for which I do not have the thermal clothing to maintain my body, and in such a case my body’s functionality may be severely or critically degraded. Another reason for this intrinsic robustness to self-organizing systems is that self-organization thrives on randomness, fluctuations or noise.[4] Without these initial random movements, self-organization cannot happen. A certain amount of random perturbations may facilitate rather than hinder self-organization. If the overall pattern that is generating the system remains intact, the entropy from the perturbation may be used for regeneration and evolution. For example, forest fires are thought to play an important role in the development of ecosystems. Excluding fires from these ecosystems means fire-adapted plants decline in abundance and overstocked forests become more prone to catastrophic fire due to the buildup of woody fuels. Exposing the system to perturbations without destroying it is a core part of the process of evolution and developing resilience.[5]

Self-Organized Criticality

Self-organization doesn’t always lead to robustness. It can also lead to what is called self-organized criticality where the system organizes into a state where some small event can have a large systemic effect. This phenomenon is best described with reference to what is called the sandpile model.[6] This model is simulated by simply dropping grains of sand on a surface. As the pile builds up, grains roll off the side from time to time, typically just one or two at a time, but as we stay adding sand the side of the pile eventually builds up to a critical angle before we get a massive avalanche. At some critical point, adding just one more grain of sand triggered a massive effect. This sand pile model for self-organization has been used to model everything from the occurrence of earthquakes to neuronal avalanches in the cortex and financial crises.[7] The positive feedback loops that are an inherent part of the process of self- organization can also be a strong force for reducing diversity in the system as they synchronize it into a single regime where all elements become susceptible to the same perturbation. Without diversity to resist the spreading of some phenomenon it can cascade into a systemic shock.[8]

1. Lexico Dictionaries | English. (2020). Resilience | Definition of Resilience by Oxford Dictionary on also meaning of Resilience. [online] Available at: [Accessed 1 Dec. 2020].

2. Heylighen, F. (n.d.). THE SCIENCE OF SELF- ORGANIZATION AND ADAPTIVITY. [online] Available at:

3. Heylighen, F. (n.d.). THE SCIENCE OF SELF- ORGANIZATION AND ADAPTIVITY. [online] Available at:

4. Google Books. (2010). Managing Organizational Complexity. [online] Available at: [Accessed 1 Dec. 2020].

5. Center for Homeland Defense and Security Naval Postgraduate School (2013). California on Fire: An Illustration of Self-Organized Criticality. YouTube. Available at: [Accessed 1 Dec. 2020].

6. Wikiwand. (2020). Abelian sandpile model | Wikiwand. [online] Available at: [Accessed 1 Dec. 2020].

7. Wikiwand. (2020). Self-organized criticality | Wikiwand. [online] Available at: [Accessed 1 Dec. 2020].

8. Kambhu, J., Weidman, S. and Neel Krishnan (2007). Part 3: Systemic risk in ecology and engineering. [online] ResearchGate. Available at: [Accessed 1 Dec. 2020].

Systems Innovation

  • LinkedIn
  • YouTube
  • Twitter
  • Facebook