Abstract

I explain modality de re in terms of modality de dicto because there are those who feel that modality de dicto is easier to understand. I argue that the de dicto properties of what I call the kernel proposition can indicate whether x has P essentially. I then provide directions on how to determine the kernel proposition for an object x and a property P. I conclude by addressing some objections. In particular, I argue that my account is not circular despite its reliance on proper names.