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issue #143: enhance disjunction-introduction (left and right) inferen…
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…ce-rules + empty restructured pages to prepare the documentation of interence-rules
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daviddoret committed Aug 22, 2023
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2 changes: 2 additions & 0 deletions docs/build/_sources/biconditional_elimination_left.rst.txt
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biconditional-elimination-left
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biconditional-elimination-right
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biconditional-introduction
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2 changes: 2 additions & 0 deletions docs/build/_sources/conjunction_elimination_left.rst.txt
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conjunction-elimination-left
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2 changes: 2 additions & 0 deletions docs/build/_sources/conjunction_elimination_right.rst.txt
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conjunction-elimination-right
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2 changes: 2 additions & 0 deletions docs/build/_sources/double_negation_elimination.rst.txt
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double-negation-elimination
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28 changes: 28 additions & 0 deletions docs/build/_sources/elimination_rule.rst.txt
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elimination-rule
==================

Definition
----------

An *introduction-rule* is an :doc:`inference_rule` that allows to derive a formula-statement of some syntactic form from some define premises.

List of well-known *introduction-rules*
--------------------------------------

* :doc:`biconditional_elimination_left`
* :doc:`biconditional_elimination_right`
* :doc:`conjunction_elimination_left`
* :doc:`conjunction_elimination_right`
* :doc:`disjunction_elimination`
* :doc:`double_negation_elimination`

Quotes
-------

"Each of the introduction rules tells us how to derive a formula of some syntactic form. For instance, the conjunction introduction rule (∧I) shows that we can derive a conjunction if we derive both conjunctive terms; the disjunction introduction rules (∨I) show that we can derive a disjunction if we derive one of the disjunctive terms."
- :footcite:p:`porter_2008_handbookknowledgerepresentation`, p. 6-7

Bibliography
------------

.. footbibliography::
33 changes: 33 additions & 0 deletions docs/build/_sources/introduction_rule.rst.txt
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introduction-rule
==================

Definition
----------

An *introduction-rule* is an :doc:`inference_rule` that allows to derive a formula-statement of some syntactic form from some define premises.

List of well-known *introduction-rules*
--------------------------------------

* :doc:`biconditional_introduction`
* :doc:`conjunction_introduction`
* :doc:`disjunction_introduction_left`
* :doc:`disjunction_introduction_right`
* :doc:`double_negation_introduction`

Quotes
-------

"Each of the introduction rules tells us how to derive a formula of some syntactic form. For instance, the conjunction introduction rule (∧I) shows that we can derive a conjunction if we derive both conjunctive terms; the disjunction introduction rules (∨I) show that we can derive a disjunction if we derive one of the disjunctive terms."
- :footcite:p:`porter_2008_handbookknowledgerepresentation`, p. 6-7

See also
---------

* :doc:`elimination_rule`
* :doc:`inference_rule`

Bibliography
------------

.. footbibliography::
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