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Author: rzach

December 23, 2017September 3, 2023

Now With Axiomatic Derivations!

Progress by rzach0 comments

In addition to sequent calculus and natural deduction, the Open Logic Text now covers axiomatic derivations as well. Happy Holidays!

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December 3, 2017

‘Tis the Season of Giving!

Help by rzach0 comments

Do you have well-worked out teaching materials related to logic? We take donations of material that can be incorporated into […]

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November 27, 2017July 11, 2019

Making an Accessible Open Logic Textbook (for Dyslexics)

Progress by rzach0 comments

In the design and layout of the Open Logic Project texts as well as the Calgary Remix of the intro […]

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November 24, 2017

forall x YYC: Winter is coming

Uncategorized by rzach0 comments

Pulled the switch on the new natural deduction rules; the Winter 2018 ß version is now out. If you have […]

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October 20, 2017August 18, 2023

ISSOTL 2017 Presentation of Student-Oriented Logic Course

Uncategorized by rzach0 comments

Aaron had a poster presentation at last week’s ISSOTL conference in Calgary, presenting the results of our evaluation of his […]

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October 18, 2017May 24, 2019

Natural Deduction Rules in forall x: Calgary

Uncategorized by rzach2 comments

Prompted by a good suggestion by Richard Lawrence and support from Catrin Campbell-Moore, we’ve been working on revising the natural […]

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September 11, 2017

New Edition of Sets, Logic, Computation

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The new (Fall 2017) edition of Sets, Logic, Computation is now officially done and available on Amazon [CA] [UK] [DE].  […]

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August 31, 2017May 24, 2019

Textbook Satisfaction Survey Results: Intro Logic Edition

Uncategorized by rzach2 comments

As previously reported, we here at Open Logic Central have run surveys to gather some data on the relative success […]

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August 11, 2017

A Fistful of Commits

Uncategorized by rzach0 comments

I just checked in a whole bunch of changes to the part on first-order logic. Most of it is in […]

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July 6, 2017

Diagrams, and a Chapter on How to do Proofs

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Two major new additions: Paul Daniell has contributed a number of very nice illustrations for the “Sets” and “Functions” chapters, […]

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What is This?

It’s is an open-source, collaborative textbook of logic and formal methods, starting at an intermediate level, aimed at a non-mathematical audience. Read more in About.

News

  • Preparing for Fall 2025
  • Selinger’s fitch.sty: 1.0 beta
  • Fall 2023 version of forall x: YYC now official, on Amazon
  • Fall 2023 version of forall x: Calgary
  • forall x now in HTML for extra accessibility

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