---------- Forwarded message ---------
From: Casper Storm Hansen

Dear all,

I have created an editor for making natural deduction proofs. It is
freely available at www.casperstormhansen.com/thelogiceditor/.

It is meant as a help for students who are taking an intro logic
course, and is (I believe) more user-friendly than any of the existing
alternatives. If you are learning logic, I hope it will be useful to
you. And if you are teaching logic, I hope you will direct your
students to it.

FEATURES:

- The editor is designed so it's impossible for the user to do
something that violates the rules of the proof system. For example,
inferences are done by selecting an inference rule and the previous
lines to which it should be applied, and it is not possible to select
inapplicable lines. Also, it is not possible to enter a premise or
assumption which fails to be syntactically well-formed, because they
must be entered by selecting connectives and propositional letters
starting from the top of its syntactic tree and going down, not from
left to right with manual addition of parenthesis.

- When an inference rule is selected, the rule is shown, and its
variables are gradually replaced by their values as the user selects
the lines to which it is to be applied.

- The editor is equipped with a contextual help window that informs
the user about their options at each step of the process.

- When a proof is finished, it is sent to the server and compared with
previously completed proofs. This serves two purposes. First, it adds
a moderate aspect of "gamification" to the editor, which might help
motivation. Second, since the user is informed if another user has
managed to produce a shorter proof of the same sequent, it helps
students learn to make elegant and simple proofs.

LIMITATIONS: Currently, the editor is only for propositional logic and
only for the natural deduction system of Graeme Forbes' "Modern
Logic." If I see that the editor gets used to any non-trivial extent,
I will develop it so it also covers first-order predicate logic. And I
am receptive to requests to accommodate another textbook’s version of
natural deduction from someone who wants to use it as part of a
course. Other feedback is also most welcome.

Best regards,

Casper Storm Hansen

-- 

Casper Storm Hansen
Associate Professor
Institute of Philosophy, Chinese Academy of Sciences
www.casperstormhansen.com

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