Difference between revisions of "Mathematical Semantics"

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[[wikipedia:Mathematical semantics|Mathematical semantics]] is also known as [[denotational semantics]], which implied that this is a form of [[Data Science]].
{{WikiEntry|key= Mathematical semantics|qCode=1189746}} is also known as {{WikiEntry|key=denotational semantics|qCode=1189746}}, which implied that this is a form of [[Data Science]]. This field has been attributed to Dana Scott<ref>{{:Paper/Outline of a Mathematical Theory of Computation}}</ref> and Christopher Strachey.


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==Related Pages==
==Related Pages==
[[Category:Physics]]
*[[logically related::Meta physics]]
[[Category:Meta physics]]
[[Category:Meta physics]]
[[Category:Process]]
[[Category:Measurement]]
[[Category:Proportion]]
[[Category:Scale]]
[[Category:Scale-free]]
[[Category:Scale-free]]
[[Category:Symmetry]]
[[Category:Symmetry]]
[[Category:Invariance]]
[[Category:Lattice]]
[[Category:Assessment]]
[[Category:Category Theory]]
[[Category:Verification]]
[[Category:Verification]]
[[Category:Validation]]
[[Category:Validation]]
[[Category:Motivation]]
[[Category:Combinatorial Physics]]
 
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Latest revision as of 15:18, 1 February 2022

Mathematical semantics(Q1189746) is also known as denotational semantics(Q1189746), which implied that this is a form of Data Science. This field has been attributed to Dana Scott[1] and Christopher Strachey.


References

  1. Scott, Dana (January 1, 1970). "Outline of a Mathematical Theory of Computation". local page: Oxford University Computing Laboratory Programming Research Group. 

Related Pages