Template:Logic: Difference between revisions

From Wikipedia, the free encyclopedia
Content deleted Content added
duplicate
well-formed formula -> formula for brevity; also, in modern mathematical usage there is no such thing as a non-well-formed formula
Line 30: Line 30:
{{·w}} [[Fictionalism]]{{·w}} [[Philosophical realism|Realism]]{{·w}} [[Intuitionism]]{{·w}} [[Constructivism (mathematics)|Constructivism]]{{·w}} [[Finitism]] {{nowrap end}}
{{·w}} [[Fictionalism]]{{·w}} [[Philosophical realism|Realism]]{{·w}} [[Intuitionism]]{{·w}} [[Constructivism (mathematics)|Constructivism]]{{·w}} [[Finitism]] {{nowrap end}}
|group4 = [[Mathematical logic|Mathematical]]
|group4 = [[Mathematical logic|Mathematical]]
|list4 = {{nowrap begin}} [[Formal language]]{{·w}} [[Formal grammar]]{{·w}} [[Formal system]]{{·w}} [[Deductive system]]{{·w}} [[Formal proof]]{{·w}} [[Formal interpretation]]{{·w}} [[Formal semantics]]{{·w}} [[Well-formed formula]]{{·w}} [[Set (mathematics)|Set]]{{·w}} [[Element (mathematics)|Element]]{{·w}} [[Class (set theory)|Class]]{{·w}} [[Axiom]]{{·w}} [[Rule of inference]]{{·w}} [[Relation (mathematics)|Relation]]{{·w}} [[Theorem]]{{·w}} [[Logical consequence]]{{·w}} [[Consistency]]{{·w}} [[Soundness]]{{·w}} [[Completeness]]{{·w}} [[Decidability (logic)|Decidability]]{{·w}} [[Boolean satisfiability problem|Satisfiability]]{{·w}} [[Independence (mathematical logic)|Independence]]{{·w}} [[Set theory]]{{·w}} [[Axiomatic system]]{{·w}} [[Proof theory]]{{·w}} [[Model theory]]{{·w}} [[Recursion theory]]{{·w}} [[Type theory]]{{·w}} [[Syntax (logic)|Syntax]] {{nowrap end}}
|list4 = {{nowrap begin}} [[Formal language]]{{·w}} [[Formal grammar]]{{·w}} [[Formal system]]{{·w}} [[Deductive system]]{{·w}} [[Formal proof]]{{·w}} [[Formal interpretation]]{{·w}} [[Formal semantics]]{{·w}} [[Well-formed formula|Formula]]{{·w}} [[Set (mathematics)|Set]]{{·w}} [[Element (mathematics)|Element]]{{·w}} [[Class (set theory)|Class]]{{·w}} [[Axiom]]{{·w}} [[Rule of inference]]{{·w}} [[Relation (mathematics)|Relation]]{{·w}} [[Theorem]]{{·w}} [[Logical consequence]]{{·w}} [[Consistency]]{{·w}} [[Soundness]]{{·w}} [[Completeness]]{{·w}} [[Decidability (logic)|Decidability]]{{·w}} [[Boolean satisfiability problem|Satisfiability]]{{·w}} [[Independence (mathematical logic)|Independence]]{{·w}} [[Set theory]]{{·w}} [[Axiomatic system]]{{·w}} [[Proof theory]]{{·w}} [[Model theory]]{{·w}} [[Recursion theory]]{{·w}} [[Type theory]]{{·w}} [[Syntax (logic)|Syntax]] {{nowrap end}}
|group5 = [[Propositional logic|Propositional]]
|group5 = [[Propositional logic|Propositional]]
|list5 = {{nowrap begin}} [[Boolean function]]s{{·w}} [[Monadic predicate calculus]]{{·w}} [[Propositional calculus]]{{·w}} [[Logical connective]]s{{·w}} [[Quantification|Quantifiers]]{{·w}} [[Truth table]]s {{nowrap end}}
|list5 = {{nowrap begin}} [[Boolean function]]s{{·w}} [[Monadic predicate calculus]]{{·w}} [[Propositional calculus]]{{·w}} [[Logical connective]]s{{·w}} [[Quantification|Quantifiers]]{{·w}} [[Truth table]]s {{nowrap end}}

Revision as of 08:35, 9 December 2008



This template's initial visibility currently defaults to autocollapse, meaning that if there is another collapsible item on the page (a navbox, sidebar, or table with the collapsible attribute), it is hidden apart from its title bar; if not, it is fully visible.

To change this template's initial visibility, the |state= parameter may be used:

  • {{Logic|state=collapsed}} will show the template collapsed, i.e. hidden apart from its title bar.
  • {{Logic|state=expanded}} will show the template expanded, i.e. fully visible.

How to manage this template's collapsible groups/sections option
  • This template includes collapsible groups/sections. When it first appears, one of these groups/sections may be set to be visible ("expanded") while the others remain hidden ("collapsed") apart from their titlebars. To achieve this, include the parameter |name where name is one of the following words that identify the groups/sections (omit any speech or quotation marks):
  • "History", "Concepts", "Controversies", "People" or "Lists"
  • For example: {{Logic |Concepts}}