| Literature DB >> 35572370 |
Abstract
We AI researchers are concerned about the potential impact of artificially intelligent systems on humanity. In the first half of this essay, I argue that ethics is an evolved body of cultural knowledge that (among other things) encourages individual behavior that promotes the welfare of the society (which in turn promotes the welfare of its individual members). The causal paths involved suggest that trust and cooperation play key roles in this process. In the second half of the essay, I consider whether the key role of trust exposes our society to existential threats. This possibility arises because decision-making agents (humans, AIs, and others) necessarily rely on simplified models to cope with the unbounded complexity of our physical and social world. By selecting actions to maximize a utility measure, a well-formulated game theory model can be a powerful and valuable tool. However, a poorly-formulated game theory model may be uniquely harmful, in cases where the action it recommends deliberately exploits the vulnerability and violates the trust of cooperative partners. Widespread use of such models can erode the overall levels of trust in the society. Cooperation is reduced, resources are constrained, and there is less ability to meet challenges or take advantage of opportunities. Loss of trust will affect humanity's ability to respond to existential threats such as climate change.Entities:
Keywords: cooperation; ethics; evolution; existential threat; society; trust; unknown unknowns
Year: 2022 PMID: 35572370 PMCID: PMC9100567 DOI: 10.3389/frobt.2022.676767
Source DB: PubMed Journal: Front Robot AI ISSN: 2296-9144
FIGURE 1From ethics to resources.
FIGURE 4The Deadly Dilemma (abstracted from Awad et al., 2018).
FIGURE 2A simple sketch of biological evolution. Consider a population of individuals who can be described as having certain genotypes, G 1, … , G with proportions p 1, … , p . The genotype of each individual determines its phenotype (not shown) which determines the proportions q 1, … , q , of the genotypes surviving into the population of the next generation. The two histograms (parents and children) illustrate distributional change from one generation to the next. Over many generations, new genotypes may become dominant, while others become rare or disappear entirely.
FIGURE 3The Prisoner’s dilemma (Axelrod, 1984).
FIGURE 5Identify an upstream decision point to avoid the Deadly Dilemma.