long enough
Following the first implementation of
backcasting it took some time before it was realised
that the backcasting approach can be used in a much
wider range of applications. Sustainability became
an important field of application: In Sweden it has
been applied to various topics of sustainability
research, like transportation systems and air
transport. Further studies have been conducted on
the sustainability of water, mobility, or households
(Carlsson-Kanyama et al., 2008; Miola, 2008,
Banister et al. 2000 cited in Quist 2007). In Oxford,
backcasting has been applied e.g. within the VIBAT
project. There it was implemented to lower transport
carbon emissions (Hickman et al., 2009). A
Backcasting analysis aiming at an efficient energy
system with regard to the development of a
sustainable spatial organisation in Austria was
proposed by Wächter et al. (2012). Grêt-Regamey
and Brunner proposed a new approach in 2011,
namely to split the backcasting methodology into
inverse modelling (Grêt-Regamey & Brunner, 2011)
for explicit quantitative problems on the one hand
and a qualitative, strategic backcasting analysis for
complex problems in spatial planning on the other
hand. The latest research in this field dealt with the
implementation of a backcasting analysis with Agent
Based Models (ABMs). This was proposed by Van
Berkel and Verburg (2012) and was applied to
design policies for multifunctional landscapes to
simulate landscape changes.
6 METHODOLOGY
The proposed steps in my PhD towards a spatially
explicit and model-based backcasting approach
include (1) interviews with experts in the field of
spatial and urban planning. They have been selected
based on responsibilities for planning issues in the
pilot region. (2) Visions derived from the experts’
views. (3) Extensive analysis of the current state
including the land-use pattern and influencing
physio-geographical parameters, the population
distribution, and the future population development
in the pilot region. After having characterized the
pilot region (4) normative future scenarios are
created. In backcasting, future scenarios are often
visionary and decoupled from given structures or
circumstances, assuming that there are no constraints
for development. In the proposed approach the
developed future scenario represents a randomly
generated possible future pattern of land-use classes
in the pilot region. The development of the future
scenario is only influenced by exogenous parameters
which have been identified before to influence land-
use in the pilot region. The future scenario serves as
starting point for the next step (5), the backwards
modelling. This is performed by repeatedly applying
pre-defined rule-sets describing the backwards
development. The backwards modelling simulates
changes of equi-areal polygonal cells. Each of these
cells changes its state individually, resp. explicitly
from one time step to the next. These time steps are
represented by milestone scenarios that are created
as outputs during the whole backwards run,
representing interim goals. Further outputs of the
backwards modelling are development paths or
trajectories, revealing which changes have to take
place to reach the future scenario. Finally the
backwards modelling results in a modelled present
land-use pattern. This is compared with the actual
present land-use pattern in the pilot region which
should equal each other.
Based on a profound literature review two
principle modelling techniques have been identified
to be potentially suitable for the backcasting
approach. On the one hand these are Agent Based
Models (ABMs) which in general simulate actions
of autonomous agents, and display the behaviour
and dependencies between those agents and to other
agents. The aim of an ABM is usually not to reach
equilibrium, but to find out how a system will adapt
to changed conditions (Macal et al., 2010). On the
other hand these are Cellular Automata (CA). CA
are considered to be simple mathematical models
used for modelling discrete dynamic systems. These
models evolve due to a repeated application of
simple, deterministic rules (Wolfram, 1982). The
strength of those models is the simplicity of their
implemented transition rules which provide more
flexible system behaviour than other models. CA
can be applied to simulate the transition, for instance
from non-urban to urban landscape, of a system like
cells in a grid space depending on the
neighbourhood: Land-use changes at a certain cell
can thus depend on a previous land-use at this
location, on multi-criteria factors, or on the land use
of its neighbouring cells. These approaches allow a
numerical analysis of non-numerical geographic
systems. (Kim & Batty, 2011)
Based on an internal evaluation of strengths and
weaknesses of both approaches and discussions with
other experts, ABMs were chosen to be used for the
setup of the backcasting model. Nevertheless, the
ABM does not simulate individual agents moving
over a rasterized pilot area, but it simulates the
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