Search

In 1967, Alvin Goldman prominently claimed that the traditional JTB analysis is adequate for non‐empirical knowledge. Since then, this claim has remained widely unchallenged. In this paper, I show that this claim is false. I provide two examples in which a true belief is a priori justified but epistemically defective such that it does not constitute knowledge. Finally, I submit a novel analysis of a priori knowledge that avoids the Gettier problem. What is particularly important and distinctive about my analysis is that I neither need to make the justification condition so strong that only infallible justification is allowed, nor do I need to explicitly introduce a truth condition. [ABSTRACT FROM AUTHOR]

Perceptual experiences justify. When I look at the black laptop in front of me and my perceptual experience presents me with a black laptop placed on my desk, my perceptual experience has justificatory force with respect to the proposition that there is black laptop on the desk. The present paper addresses the question of why perceptual experiences are a source of immediate justification: What gives them their justificatory force? I shall argue that the most plausible and the most straightforward answer to this question consists in what I call the phenomenological conception of perceptual justification. Perceptual experiences justify by virtue of their distinctive presentive phenomenology. This is a truly internalist conception that enjoys significant advantages over rival conceptions. In the course of his paper, I demonstrate the advantages of the phenomenological conception and defend it against a recent objection. [ABSTRACT FROM AUTHOR]

Husserl argued that psychology needs to establish an abstraction that is opposite to the abstraction successfully established in the natural sciences. While the natural sciences abstract away the psychological or subjective, psychology must abstract away the physical or worldly. However, Husserl and other phenomenologists such as Iso Kern have argued that there is a crucial systematic disanalogy between both abstractions. While the abstraction of the natural sciences can be performed completely, the abstraction of psychology cannot. In this context, Husserl argues that the psychological reduction leads to paradoxes. In this paper, I critically discuss whether it is true that the natural sciences can successfully abstract away the subjective. Or more precisely, I raise the question of whether they should. [ABSTRACT FROM AUTHOR]

The aim of this paper is to establish a phenomenological mathematical intuitionism that is based on fundamental phenomenological-epistemological principles. According to this intuitionism, mathematical intuitions are sui generis mental states, namely experiences that exhibit a distinctive phenomenal character. The focus is on two questions: what does it mean to undergo a mathematical intuition and what role do mathematical intuitions play in mathematical reasoning? While I crucially draw on Husserlian principles and adopt ideas we find in phenomenologically minded mathematicians such as Hermann Weyl and Kurt Gödel, the overall objective is systematic in nature: to offer a plausible approach towards mathematics. [ABSTRACT FROM AUTHOR]

It is well known that Husserl considered phenomenology to be First Philosophy—the ultimate science. For Husserl, this means that phenomenology must clarify the ultimate phenomenological-epistemological principle that leads to ultimate elucidation. But what is this ultimate principle and what does ultimate elucidation mean? It is the aim of this paper to answer these questions. In section 2, we shall discuss what role Husserl's principle of all principles can play in the quest for ultimate elucidation and what it means for a principle to be ultimately elucidating (letztaufklärend) and ultimately elucidated (letztaufgeklärt). We will see that the Husserlian thesis that originary presentive intuitions are an immediate and the ultimate source of justification qualifies as the ultimate epistemological principle. [ABSTRACT FROM AUTHOR]

In this paper, I shall show that for Husserl, (a) evidence determines epistemic justification and (b) evidence is linked to originary givenness in the sense that one's ultimate evidence consists of one's originary presentive intuitions. This means that in contemporary analytic terminology, Husserl is a proponent of evidentialism and mentalism. Evidentialism and mentalism have been introduced into current debates by Earl Conee and Richard Feldman. Finally, I shall highlight that there is one significant difference between Husserl and Earl Conee and Richard Feldman. Although Conee and Feldman argue that the fundamental principles of epistemology are principles of best explanation, Husserl opts for phenomenological principles as the most fundamental epistemic principles. The main difference is that for Husserl, experiences gain their justificatory force by virtue of their phenomenal character, namely, their originary givenness. [ABSTRACT FROM AUTHOR]

Evidentialism and mentalism enjoy much popularity. In fact, mentalist evidentialism is often considered the most plausible internalist approach towards epistemic justification. However, mentalist evidentialism does not amount to a comprehensive theory of epistemic justification. In their attempt to complete their epistemological system and to answer the question of why experiences are justifiers, Conee and Feldman supplement mentalist evidentialism with explanationism . They take principles of best explanation to be the fundamental epistemic principles. In this paper, I show that explanationist mentalist evidentialism is plagued by severe shortcomings. What is more, I argue for an alternative in the spirit of Conee and Feldman's internalism that avoids the problems of explanationism, offering a straightforward commonsense account of epistemic justification. The fundamental epistemological principles are phenomenological principles., (© 2022 The Author. Theoria published by John Wiley & Sons Ltd on behalf of Stiftelsen Theoria.)