How do norms, emotions, and group identities shape our behavior? This project builds a conceptual bridge between philosophy and behavioral science to explore how social dynamics influence individual action and how we, in turn, shape the groups and norms that govern us.
Publications:
Navigating Moral Cognition Under Uncertainty
Beyond Binary Group Categorization: Towards a Dynamic View of Human Groups
Unraveling polarization: Insights into individual and collective dynamics
Neither Human Normativity nor Human Groupness Are in Humanity’s Genes
The Interplay of Social Identity and Norm Psychology in the Evolution of Human Groups
Obligations to whom, obligations to what?
What happens when we place mathematicians and their communities at the center of the story? This project examines how social interactions, professional identities, and cultural norms shape mathematical knowledge, offering a new perspective on Intuitionism as a socially situated school of thought.
Publications:
Intuitionism Resocialized: Individuals, Communities, and the Evolution of Mathematical Knowledge
Mathematics and Society Reunited: The Social Aspects of Brouwer’s Intuitionism
Towards a new philosophical perspective on Hermann Weyl’s turn to intuitionism
As AI transforms mathematical research, this project investigates how machine reasoning redefines ideas of proof, intuition, and collaboration. It develops a new conceptual framework for understanding mathematics as a hybrid human-machine endeavor within broader epistemological and sociological shifts.