@incollection{DamettoMicheliniHigietal., author = {Dametto, Diego and Michelini, Gabriela and Higi, Leonard and Schr{\"o}der, Tobias and Klaperski, Daniel and Popiolek, Roy and Tauch, Anne and Michel, Antje}, title = {Developing a stakeholder-centric simulation tool to support integrated mobility planning}, series = {Advances in Social Simulation}, booktitle = {Advances in Social Simulation}, publisher = {Springer}, address = {Cham}, isbn = {978-3-030-92843-8}, issn = {2213-8692}, doi = {10.1007/978-3-030-92843-8_6}, pages = {65 -- 78}, abstract = {Simulation tools aimed at enhancing cross-sectoral cooperation can support the transition from a traditional transport planning approach based on predictions towards more integrated and participatory urban mobility planning. This shift entails a broader appraisal of urban dynamics and transformations in the policy framework, capitalizing on new developments in urban modelling. In this paper, we argue that participatory social simulation can be used to solve these emerging challenges in mobility planning. We identify the functionalities that such a tool should have when supporting integrated mobility planning. Drawing on a transdisciplinary case study situated in Potsdam, Germany, we address through interviews and workshops stakeholders' needs and expectations and present the requirements of an actionable tool for practitioners. As a result, we present three main challenges for participatory, simulation-based transport planning, including: (1) enhancement of the visioning process by testing stakeholders' ideas under different scenarios and conditions to visualise complex urban relationships; (2) promotion of collective exchange as means to support stakeholder communication; and (3) credibility increase by early stakeholder engagement with model development. We discuss how our participatory modelling approach helps us to better understand the gaps in the knowledge of the planning process and present the coming steps of the project.}, subject = {Mobilit{\"a}t 4.0}, language = {en} }