Changes

→‎6.4. A Formal Point of View: format display as table
Line 613: Line 613:  
The introduction of explicit names for systems of interpretation, as well as for their interpretive moments, models of interpretation, objective concerns, points of development, and situations of use, is intended to flesh out the lifeless idiom or insipid brand of ''assignment statements'' that are currently found in CL settings, which are typically rendered so abstractly as to constitute a entire style of ''anonymous'', ''passive'', or ''unattributed'' excuses for fully executable commands.
 
The introduction of explicit names for systems of interpretation, as well as for their interpretive moments, models of interpretation, objective concerns, points of development, and situations of use, is intended to flesh out the lifeless idiom or insipid brand of ''assignment statements'' that are currently found in CL settings, which are typically rendered so abstractly as to constitute a entire style of ''anonymous'', ''passive'', or ''unattributed'' excuses for fully executable commands.
   −
In a related usage, one is permitted to reparse the ''anonymous'' or ''passive'' form of assignment statement:
+
In a related usage, one is permitted to reparse the ''anonymous'' or ''passive'' form of assignment statement,
   −
: <math>{}^{\backprime\backprime} x := y {}^{\prime\prime},</math> read as <math>{}^{\backprime\backprime} x ~\text{is set equal to}~ y {}^{\prime\prime},</math>
+
{| align="center" width="90%"
 +
| width="15%" | <math>{}^{\backprime\backprime} x := y {}^{\prime\prime},</math>
 +
| width="10%" | read as
 +
| width="75%" | <math>{}^{\backprime\backprime} x ~\text{is set equal to}~ y {}^{\prime\prime},</math>
 +
|}
   −
converting it into the corresponding ''attributive'' or ''active'' form of assignment statement:
+
converting it into the corresponding ''attributive'' or ''active'' form of assignment statement,
   −
: <math>{}^{\backprime\backprime} j : x = y {}^{\prime\prime},</math> read as <math>{}^{\backprime\backprime} j ~\text{sets}~ x ~\text{equal to}~ y {}^{\prime\prime}.</math>
+
{| align="center" width="90%"
 +
| width="15%" | <math>{}^{\backprime\backprime} j : x = y {}^{\prime\prime},</math>
 +
| width="10%" | read as
 +
| width="75%" | <math>{}^{\backprime\backprime} j ~\text{sets}~ x ~\text{equal to}~ y {}^{\prime\prime}.</math>
 +
|}
    
Returning to the present application, the ''categorical'' project leads one to seek something in the object itself, some factor that divides up its dynamic and symbolic aspects, some plane of cleavage that explains the natural divisions between different types of object system, while the ''methodeutic'' outlook leads one to wonder whether the specialized mode of being that is beheld in the object is not in fact due to something in the style and direction of approach, some artifact of method that is being cast on the object system from the eye of the beholder.
 
Returning to the present application, the ''categorical'' project leads one to seek something in the object itself, some factor that divides up its dynamic and symbolic aspects, some plane of cleavage that explains the natural divisions between different types of object system, while the ''methodeutic'' outlook leads one to wonder whether the specialized mode of being that is beheld in the object is not in fact due to something in the style and direction of approach, some artifact of method that is being cast on the object system from the eye of the beholder.
12,089

edits