Browsing All Posts filed under »Aaron Thomas-Bolduc«

Talking to (other) Grad Students

August 7, 2018 by

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Thanks to Justin Caouette, I’ve been on Twitter for a little over a year and there’s something I’ve noticed about the way we talk to other early career researchers/teachers or the way advice is given to early career people: everyone assumes the structures and terminology are roughly the same as they are in their own […]

A Quick Update From Aaron

July 24, 2018 by

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Some of you may have noticed that I haven’t published a blog post in quite a while. There’s a good reason for that: I successfully defended my dissertation last month, and handed in my revisions a couple of weeks ago. That’s right, the whole editorial team here at APT are Doctors of Philosophy in philosophy! […]

Open Logic Update: OER Week

March 9, 2018 by

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This week (March 5-9, 2018) is OER week (OER stands for Open Educational Resources). As many of you know, I’ve been working on a free and open logic textbook, forallx: Calgary Remix. You can find my last update, including plenty of links, here. For OER week, Richard Zach and I gave a one hour workshop […]

It’s a Small World: The Leśniewski-Sobociński Theorem.

February 21, 2018 by

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The other day I was reading M. Resnik’s Frege and the Philosophy of Mathematics (1980). In discussing `Frege’s way out’, he mentions a proof by Leśniewski showing that Frege’s attempted fix to the system of the Grundgesetze is inconsistent, but gives a reference to a paper published by Sobociński in 1949. This intrigued me, as […]

Grinworthy Quotes 15

February 16, 2018 by

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Frege on Euclidean geometry and axioms, but also astrology and alchemy. From his Nachlass*. Now the question is whether to strike Euclidean or non-Euclidean geometry from the ranks of science and to put it alongside of Alchemy and Astrology as mummies. Where one only let himself toy with ideas, he need not take things so […]

Grinworthy Quotes 14

January 18, 2018 by

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In discussing the possibility of adopting category theory as a (the) foundations for mathematics, Jean-Pierre Marquis has this to say in his Stanford Encyclopedia article (2015): To use a well-known metaphor: from a categorical point of view, Neurath’s ship has become a spaceship. I hope there is a literature developing about Neurath’s spaceship.

Teaching Logic and Forallx Update

December 7, 2017 by

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As many of you might remember, I taught the Logic I course here at UCalgary for the first time, and blogged about the experience here, here and here. You might also remember that I was involved in remixing a version of PD Magnus’ and Tim Button’s forallx open textbook for that course (see here and […]