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)
56 Ekhi Atutxa Ordeñana · Mario Damborenea Iglesias · Xabier Mendizabal Leiñena
requires the SSE to elaborate new ways of thinking about how they are de facto
an alternative (Santos, 2017). This involves developing new frameworks and
tools, such as the one presented, to understand how SSE practices can align
with and promote PG paradigms.
For the necessary socio-environmental transition to gain momentum, SSE
could be considered in conjunction with other paradigms that share theoretical
and practical similarities. More precisely, the movement of ‘degrowth’
represents a complementary paradigm to both PG and SSE, as it emphasizes
the need for an alternative vision of the economy and human needs in order to
adapt the economic activity to the biophysical and environmental limits of our
planet, (Galli et al., 2007; Hickel, 2021). From a socio-economic perspective,
degrowth would seek “a more equitable distribution of existing resources” and
perceived income (Hickel, 2019, p. 12).
Indeed, in PG, after the appropriate transition, businesses should already
be operating under sufficiency, sustainability, and not-for-profit objectives
(Hinton, 2021). In this new paradigm, human relationships, cooperation, and
consideration for non-human life will be the cornerstones of people’s lives.
The state will ensure that education of the population will cement the survival
of this PG mentality, taming any potential impulse to return to the previous
unsustainable pro-growth stage (Nesterova, 2020). In this sense, PG could
be considered as the long-term goal of degrowth principles, and thus the
majority of degrowth principles would become ideal characteristics of future
PG societies, if the transitions are carried out properly and simultaneously
across societies.
We take the plural form as different transitions (social, environmental,
economic, etc.) ought to take place in order to attain an ideal future PG
state. However, despite the important theoretical robustness of the degrowth
paradigm (Fitzpatrick et al., 2022; Hickel, 2019; Nesterova, 2020), its practical
implementation is challenging due to the reluctance by different actors (firms,
citizens, states) to part with the dominant social and economic development
model of recent decades (Taibo, 2021). Despite these difficulties, we argue
that degrowth principles should play an important role by acting as a beacon
of change in the current planetary transitions.
As previously shown, the degrowth and PG paradigms share a wide range
of similarities (Nesterova, 2020). Indeed, in the following table we mention the
normative and applied principles of PG societies (also shared with degrowth)
identified by Paech (2017) and relate them to the normative and applied
principles of SSE (Coraggio, 2011). This comprehensive comparison not only
facilitates self-diagnosis for organizations and communities, but also provides
a framework for developing responses to PG transition pathways.
In the case of the first set of principles, the institutional innovation of PG
would be directly related to the principles of democratic government of SSE.
More specifically, PG’s institutional innovation refers to the transformative
potential that the adoption of a culture of degrowth should have both at the
company and at the social level. However, in order to be able to adopt these