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on_mathematical_theories [2016/07/19 23:41]
nikolaj
on_mathematical_theories [2016/07/20 00:05]
nikolaj
Line 2: Line 2:
 | [[Perspective]] $\blacktriangleright$ On mathematical theories $\blacktriangleright$ [[On reading]] | | [[Perspective]] $\blacktriangleright$ On mathematical theories $\blacktriangleright$ [[On reading]] |
 ==== Note ==== ==== Note ====
- can try and classify:+Entries such as [[Logic]] discuss the framework for writing down theories ​and their models, formalizing mathematical entities and making definitions. Much of the process isn't captured by formalities though, especially things that relate to motivations and conceptural understandings.
  
-  * **in'​s ​and out's of a theory** Is the text presenting ​notion for modeling/is something modeled? When learning about new theory (focusing on physical theories here), a point that it's+Say you have a theory ​and define ​new concept within it. There will be many definitions that end up the same concept //in this thoery//, but generalize the different ways when considering generalizations of the theory.  
 + 
 +Is the real $\log$ to be defined and inverse function of another function, as group homomorphism,​ by particular power seriesas the soltuion to differential equation / via an integral, ...? 
 +For all of those ways to define ​it, there will be general frameworks in which they make sense but they might not be compatible - except when you go back to plain analysis. 
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 +Abc: 
 + 
 +  * **ab* cd
  
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 [[Perspective]] [[Perspective]]
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