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Non-technical SummaryIn this paper we develop an agent-based model of the financial market. Agent-based modeling is a simulation-based technique that is gaining popularity in economics. In an agent-based model autonomously acting and interacting units (e.g. representing financial market participants) endogenously generate structures and system properties which become subject to analysis. In contrast to conventional equilibrium models, agent-based models prominently take into account mutual dependencies between agents and feedback processes.In our model boundedly rational agents trade a financial asset. Their trading strategy thereby depends on their return forecast which is formed by either considering fundamentals or technical analysis. This setup is well established in the literature and has been exceptionally successful in reproducing several stylized facts of financial asset price time series. With our model we analyze the behavior of a large number of heterogeneous agents. The heterogeneity can predominantly be attributed to differing trading strategies and the ensuing divergence in the structure of agents' balance sheets. The balance sheet aspect of the financial markets has been largely neglected in extant literature.Specifically, we endow each agent with a balance sheet comprising of a risky asset and cash on the asset side and equity capital and debt on the liabilities side. The risky asset is traded among agents at an endogenously set price. We assume that agents actively manage their respective balance sheet in two regards. Firstly, they choose a portfolio which optimizes the ratio between risky assets and cash conditional on their current return forecast, and secondly they aim at a fixed ratio between equity and debt (leverage ratio). Agents are constrained in their ability to acquire and dispose of debt by the credit supply of a risk managing financier and credit frictions, which hinder agents to make immediate changes to their debt levels.We simulate our model and show that it can reproduce several empirically observable facts and relationships. Although we initially endow all agents with identical balance sheets, the size distribution of agents quickly converges to a lognormal distribution, which is typically observed for investment banks. We furthermore observe a natural tendency for inequality to increase over time. When we impose low credit frictions on the model financial market, leverage becomes procyclical, which is also typical for investme...