According to a bedrock assumption in the current methodology of armchair philosophy, we may refute a theory aiming at analyzing a concept by providing a counterexample in which it intuitively seems that a hypothetical or real situation does not fit with what the theory implies. In this paper, we shall argue that this assumption is at most either untenable or otherwise useless in bringing about what is commonly expected from it.

There are numerous studies suggesting a substantial link between psychotic hallucinatory states and some forms of disordered imaginings. We have to figure out (1) what characteristic makes imagining, not other mental states, prone to induce hallucination, and (2) what underlies the (phenomenological/conceptual) transition from imagining X to the hallucinatory experience of X? In this paper, I will try to provide answers to these questions, in order to shed light on the nature of the so-called “misidentified” or “disordered” imaginative experience. To (...) achieve this, I emphasize the phenomenological aspects of hallucination and imagination. (shrink)

در این مقاله با تبیین نظریۀ تبعیت از صدق نوزیک و بررسی اشکالات وارد بر آن، به دو روایت اولیه و اصلاح‌شدۀ سوسا از شرطی التزامی امنیت، به‌عنوان شرط لازم دانستن پرداخته شده است. پس از پرداختن به روایت دقیق سوسا از امنیت، برخی اشکالات بدان بررسی شده‌، نشان داده می‌شود که برخی از این اشکال‌ها بر نظریه سوسا واردند. درعین‌حال، من تلاش کرده‌ام نشان دهم که برخی از این اشکال‌ها بر روایت دقیق این شرط وارد نیستند و نیز این (...) شرط نمی‌تواند از پس برخی مثال‌های نقض وارد بر نظریه نوزیک برآید. -/- In this paper, I will explicate Nozick's truth-tracking theory of knowledge and objections raised against it, and I will then deal with Sosa's primary and reformed versions of the subjunctive conditional of safety as a necessary condition of knowledge. I will then consider some objections to Sosa's view, showing that some of these counterexamples work against Sosa's view. However, I have sought to show that some of these objections do not work against a more precise version of this condition. I have also shown that this condition cannot deal with some counterexamples of Nozick's theory. (shrink)