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Articles 1 - 7 of 7
Full-Text Articles in Other Philosophy
A Case For A Husserlian Willardarian Approach To Knowledge, Joseph Gibson
A Case For A Husserlian Willardarian Approach To Knowledge, Joseph Gibson
Masters Theses
This thesis introduces certain aspects in the thought of Dallas Willard and Edmund Husserl as a new way forward in the internalism externalism debate. Husserl’s detailed analysis of cognition has application to epistemology and addresses in great depth an area which in the current discussion is often tertiary and shallow at best. It is argued that in both internalist and externalist camps there is a common assumption about cognition which Husserl argues forcibly against. This assumption is that thought, or cognition, is essentially linguistic. (The notion that ‘thought is essentially linguistic’ means that thought requires the use of language.) Whatever …
Commentary On ‘Levels Of Depth In Deep Disagreement’, Tim Kenyon
Commentary On ‘Levels Of Depth In Deep Disagreement’, Tim Kenyon
OSSA Conference Archive
No abstract provided.
Bias In Legitimate Ad Hominem Arguments, Patrick Bondy
Bias In Legitimate Ad Hominem Arguments, Patrick Bondy
OSSA Conference Archive
This paper is about bias and ad hominem arguments. It will begin by rehearsing some reasons for thinking that there are both legitimate and illegitimate ad hominems, as well as reasons for thinking that biases can be both justified and unjustified. It will explain that justified biases about people with certain social identities can give rise to both legitimate and illegitimate ad hominem attacks, while unjustified biases only give rise to illegitimate ad hominems.
The paper will then describe Audrey Yap’s view that even when an unjustified bias is made explicit and shown to be unjustified, it can still make …
Wabi-Sabi Mathematics, Jean-Francois Maheux
Wabi-Sabi Mathematics, Jean-Francois Maheux
Journal of Humanistic Mathematics
Mathematics and aesthetics have a long history in common. In this relation however, the aesthetic dimension of mathematics largely refers to concepts such as purity, absoluteness, symmetry, and so on. In stark contrast to such a nexus of ideas, the Japanese aesthetic of wabi-sabi values imperfections, temporality, incompleteness, earthly crudeness, and even contradiction. In this paper, I discuss the possibilities of “wabi-sabi mathematics” by showing (1) how wabi-sabi mathematics is conceivable; (2) how wabi-sabi mathematics is observable; and (3) why we should bother about wabi-sabi mathematics