Difference between revisions of "Directory:Jon Awbrey/Projects/Logic Of Information"
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==Subprojects== | ==Subprojects== | ||
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* [[Directory:Jon Awbrey/Projects/Semiotic Theory Of Information|Semiotic Theory Of Information]] | * [[Directory:Jon Awbrey/Projects/Semiotic Theory Of Information|Semiotic Theory Of Information]] | ||
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| + | ==Related projects== | ||
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| + | * [[Directory:Jon Awbrey/Projects/Inquiry Driven Systems|Inquiry Driven Systems]] | ||
==Readings== | ==Readings== | ||
| − | * [[ | + | * [[Directory:Jon Awbrey/Papers/Futures Of Logical Graphs|Futures Of Logical Graphs]] |
| − | * [[ | + | * [[Directory:Jon Awbrey/Papers/Information = Comprehension × Extension|Information = Comprehension × Extension]] |
| − | * [[ | + | * [[Directory:Jon Awbrey/Papers/Introduction to Inquiry Driven Systems|Introduction to Inquiry Driven Systems]] |
| − | + | * [[Directory:Jon Awbrey/Papers/Peirce's Logic Of Information|Peirce's Logic Of Information]] | |
| − | + | * [[Directory:Jon Awbrey/Papers/Propositional Equation Reasoning Systems|Propositional Equation Reasoning Systems]] | |
| − | * [[ | + | * [[Semiotic information theory]] |
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| − | == | + | ==See also== |
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Latest revision as of 04:04, 19 June 2007
Subprojects
Related projects
Readings
See also
Template:Col-break- Ampheck
- Boolean algebra
- Boolean domain
- Boolean function
- Boolean logic
- Boolean-valued function
- Conceptual graph
- Entitative graph
- Existential graph
- Graph
- Graph theory
- Laws of Form
- Logical graph
- Logical matrix
- Logical NAND
- Logical NNOR
- Minimal negation operator
- Peirce's law
- Propositional calculus
- Semeiotic
- Semiosis
- Semiotic information theory
- Sign relation
- Triadic relation
- Truth table
- Zeroth order logic
Aficionados
- See Talk:Jon Awbrey/Projects/Logic Of Information for discussions/comments regarding this article.
- See Jon Awbrey/Projects/Logic Of Information/Aficionados for those who have listed Jon Awbrey/Projects/Logic Of Information as an interest.
- See Talk:Jon Awbrey/Projects/Logic Of Information/Aficionados for discussions regarding this interest.
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