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Richard Zach | Trust Me, I'm a Logician.

Trust Me, I'm a Logician.

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Richard Zach | Trust Me, I'm a Logician. | richardzach.org Reviews

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Git for Victorianists, erm, Philosophers (pt. 4) | Richard Zach

http://richardzach.org/2015/05/21/git-for-victorianists-erm-philosophers-pt-4

Trust Me, I'm a Logician. May 21, 2015. Git for Victorianists, erm, Philosophers (pt. 4). Continues part 1,. Fork the full text on GitHub. Command updates the content of this branch to the content of the remote. The. Command allows you to merge a branch into another, e.g.,. Would merge the content of the “origin/master” branch into the current “master” branch. An that’s actually what. To update the “origin/master” branch, then. To make a new branch, say. To switch to work on the branch, say. After you do...

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August | 2015 | Richard Zach

http://richardzach.org/2015/08

Trust Me, I'm a Logician. August 21, 2015. Paid Undergraduate Internships with the Open Logic Project in Calgary, Summer 2016. And I have openings, through a Canadian agency called MITACS. Click to print (Opens in new window). Click to email this to a friend (Opens in new window). Click to share on Twitter (Opens in new window). Click to share on Facebook (Opens in new window). Click to share on Google (Opens in new window). Click to share on Reddit (Opens in new window). Click to Press This! In 1978 Jaa...

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June | 2015 | Richard Zach

http://richardzach.org/2015/06

Trust Me, I'm a Logician. June 29, 2015. Behmann’s 1921 Lecture on the Decision Problem. 8216;s and my paper on Heinrich Behmann’s 1921 lecture on the decision problem. Is out in the new issue of the Bulletin of Symbolic Logic. (Hey you are a member. Of the Association for Symbolic Logic, right? Comes with subscriptions to the. Journal of Symbolic Logic. This is the abstract:. Heinrich Behmann (1891 1970) obtained his. Click to print (Opens in new window). Click to share on Twitter (Opens in new window).

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Git for Philosophers (pt. 3) | Richard Zach

http://richardzach.org/2015/05/19/git-for-philosophers-pt-3

Trust Me, I'm a Logician. May 19, 2015. Git for Philosophers (pt. 3). Fork the full text on GitHub. Forks and Pull Requests. If you have push access to a repository, you can sync your local clone with the remte on GitHub or GitLab directly. But many projects do allow push access only to a select group of people to make sure noone breaks anything. There are some larger collaborative writing projects like this, e.g., the HoTT Book. And the Open Logic Text. Then their fork will live at. Which is the remote ...

5

Richard Zach | Trust Me, I'm a Logician. | Page 2

http://richardzach.org/page/2

Trust Me, I'm a Logician. May 19, 2016. CfA: Foundations of Mathematical Structuralism. Munich Center for Mathematical Philosophy, LMU Munich. The main objective of the conference is to reevaluate the different perspectives on mathematical structuralism in the foundations of mathematics and in mathematical practice. To do this, the conference will explore the following research questions: Does mathematical structuralism offer a philosophically viable foundation for modern mathematics? For further details...

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sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: Articles at a glance

http://sprachlogik.blogspot.com/p/articles-at-glance.html

A philosophy blog with a focus on logic and language. Articles at a glance. Articles at a glance. These appear in ascending chronological order, so to see the latest, scroll to the bottom of the list. A Liar Paradox of Material Implication. Posted 24 February 2011. A Note on Hofweber's Distinction between Internal and External Quantification. Posted 16 March 2011. Comment on Brogaard and Salerno's 'Counterfactuals and Context'. Posted 7 April 2011. Posted 29 April 2011. Three True Semantic Externalisms.

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: February 2015

http://sprachlogik.blogspot.com/2015_02_01_archive.html

A philosophy blog with a focus on logic and language. Articles at a glance. Sunday, 15 February 2015. Modality and Quantifying In. This is the first in a series of posts about these issues, the plan for which is given below. On Kripke's Intuitive Anti-Quinean Defence of De Re. Toward an Account of De Re Modal Ascriptions. An Interpretation of Quantified Modal Logic Formulae. My account of subjunctive necessity. Subjunctive necessity (assuming such a thing is to be recognized at all). Seem to already, nat...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: July 2015

http://sprachlogik.blogspot.com/2015_07_01_archive.html

A philosophy blog with a focus on logic and language. Articles at a glance. Sunday, 12 July 2015. An Account of the Analytic/Synthetic Distinction. Some of the intuitive characterisations given, in the last post. Of the notion of internality of truth-value – such as 'internal meaning determines truth-value' - sound a lot like a common post-Kantian way of characterising or defining analyticity, namely as 'truth in virtue of meaning'. This raises the question of whether the class of. It is well known that ...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: A Fallacy in Hofweber's Arguments in Ontology

http://sprachlogik.blogspot.com/2013/08/a-fallacy-in-hofwebers-arguments-in.html

A philosophy blog with a focus on logic and language. Articles at a glance. Monday, 19 August 2013. A Fallacy in Hofweber's Arguments in Ontology. This is a draft of a paper. Thomas Hofweber has for several years been developing a distinctive approach to ontological and metaontological questions. Next, Hofweber argues that numerals, number words like 'four', and terms like 'the number 2' are not referring terms. I.e., that they are not in the business of referring to things. They sometime...Then, on the ...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: Forthcoming in Philosophia

http://sprachlogik.blogspot.com/2015/06/forthcoming-in-philosophia.html

A philosophy blog with a focus on logic and language. Articles at a glance. Monday, 1 June 2015. My paper 'A Problem for Hofweber's Ontological Project' is forthcoming in. It grew out of. The final draft is available. My preoccupation with arguing against Hofweber goes back further. Than that blog post, and he has always been very gracious and encouraging about it. Subscribe to: Post Comments (Atom). On Identity Statements: In Defense of a Sui Generis. Against the Brogaard-Salerno Stricture. The no-mirac...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: June 2015

http://sprachlogik.blogspot.com/2015_06_01_archive.html

A philosophy blog with a focus on logic and language. Articles at a glance. Sunday, 14 June 2015. On a Semantic Account of the A Priori. This post is an attempt at stating and evaluating an approach to analyzing the concept of apriority as it applies to propositions. Follow-up: An Account of the Analytic/Synthetic Distinction. My conception of propositions. Using ' a priori. In such a way as not to imply truth, so that a proposition can be a priori. True or a priori. A proposition is a priori. Which invo...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: Propositions: A Neo-Wittgensteinian Approach

http://sprachlogik.blogspot.com/2014/01/propositions-neo-wittgensteinian.html

A philosophy blog with a focus on logic and language. Articles at a glance. Monday, 6 January 2014. Propositions: A Neo-Wittgensteinian Approach. As I use the term 'proposition', propositions are propositional signs (e.g. declarative sentences) together with their internal uses or meanings, plus any external projective relations borne to reality by the component signs. This is partly inspired by the conception of propositions espoused in the Tractatus. I might say: the only thing that is of interest to m...

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Sprachlogik: March 2015

http://sprachlogik.blogspot.com/2015_03_01_archive.html

A philosophy blog with a focus on logic and language. Articles at a glance. Tuesday, 17 March 2015. On Kripke's Intuitive Anti-Quinean Defence of De Re. This is the second post in a series on. De re modality and quantification into modal contexts. The first is here. Immediately after the passage quoted at the beginning of the last post where Kripke introduces the problem of. Modality, he goes on to argue that. Here is the passage:. The actual winner, had the course of the campaign been different, might h...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: Toward an Account of De Re Modal Ascriptions

http://sprachlogik.blogspot.com/2015/04/toward-account-of-de-re-modal.html

A philosophy blog with a focus on logic and language. Articles at a glance. Saturday, 11 April 2015. Toward an Account of De Re. This is the third post in a series on. Modality and quantification into modal contexts. This one is quite exploratory and anything but final. The first two posts are here. Let us begin by considering a simple proposal and two problems with it:. Is necessarily F iff ' a. Is F' is necessary. Is correctly answered in the affirmative. This gives rise to various terminological oppor...

sprachlogik.blogspot.com sprachlogik.blogspot.com

Sprachlogik: May 2015

http://sprachlogik.blogspot.com/2015_05_01_archive.html

A philosophy blog with a focus on logic and language. Articles at a glance. Monday, 25 May 2015. Illusory Explanatory Benefits in Philosophy. This post was prompted by a recent blog post of Wolfgang Schwarz's. See also a recent post of Alexander Pruss's. 8220;The difficult thing here is not, to dig down to the ground; no, it is to recognize that the ground that lies before us is the ground” - Wittgenstein ( Remarks on the Foundations of Mathematics. VI 31, p.333). In On the Plurality or Worlds. Mars has ...

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Richard Zach | Trust Me, I'm a Logician.

Trust Me, I'm a Logician. August 12, 2015. August 13, 2015. Jaakko Hintikka, 1929-2015. The AAP reports on facebook. By the University of Helsinki. University of Helsinki Hintikka site. Click to print (Opens in new window). Click to email this to a friend (Opens in new window). Click to share on Twitter (Opens in new window). Share on Facebook (Opens in new window). Click to share on Google (Opens in new window). Click to share on Reddit (Opens in new window). Click to Press This! Opens in new window).

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