This collection of essays by well-known scholars of Seneca focuses on the multifaceted ways in which Seneca, as philosopher, politician, poet and Roman senator, engaged with the question of ethical selfhood. The contributors explore the main cruces of Senecan scholarship, such as whether Seneca's treatment of the self is original in its historical context; whether Seneca's Stoicism can be reconciled with the pull of rhetorical and literary self-expression; and how Seneca claims to teach psychic self-integration. Most importantly, the contributors debate (...) to what degree, if at all, the absence of a technically articulated concept of selfhood should cause us to hesitate in seeking a distinctively Senecan self - one that stands out not only for the 'intensity of its relations to self', as Foucault famously put it, but also for the way in which those relations to self are couched. (shrink)

In this dissertation, we construct a consistent, complete quotational logic G$\sb1$. We first develop a semantics, and then show the undecidability of circular quotation and anaphorism . Next, a complete axiom system is presented, and completeness theorems are shown for G$\sb1$. We show that definable truth exists in G$\sb1$. ;Later, we replace equality in G$\sb1$ with an equivalence relation. An axiom system and completeness theorems are provided for this equality-free version of G$\sb1$, which is useful in program verification. ;Interpolation and (...) definability are discussed in intensional and extensional contexts. We show that G$\sb1$ contains the complete first order theory of arithmetic by implicit definitional extension. ;The last chapter deals with representability and fixed points. Derived induction schemata are produced, and G$\sb1$ is shown to be a recursion theory. We give an example of how G$\sb1$ may be used to solve domain equations of Scott. (shrink)