System Function AT: Difference between revisions

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{{BoxStart|<apll>Z←L ⎕AT R</apll>  
{{BoxStart|<apll>Z←L ⎕AT R</apll>  
|returns the attributes of the objects named in <apll>R</apll>.}}
|returns the attributes of the objects named in <apll>R</apll>.}}
{{BoxLine|<apll>R</apll> is a character scalar, vector, or matrix consisting of the names of objects (e.g., variables, functions, or operators).}}
{{BoxLine|<apll>R</apll> is a character scalar, vector, or matrix consisting of the names of objects (e.g., variables, functions, operators, or hyperators).}}
{{BoxLine|<apll>L</apll> is an integer scalar whose value is either <apll>1</apll>, <apll>2</apll>, <apll>3</apll>, or <apll>4</apll>.}}
{{BoxLine|<apll>L</apll> is an integer scalar whose value is either <apll>1</apll>, <apll>2</apll>, <apll>3</apll>, <apll>4</apll>, or <apll>10</apll>.}}
{{BoxEnd|<apll>Z</apll> is an integer vector or matrix.}}
{{BoxEnd|<apll>Z</apll> is an integer vector or matrix.}}


<p>If <apll>R</apll> is a scalar, it is treated as the name; if <apll>R</apll> is a vector, it is treated as a vector of names separated from one another by one or more blanks; if <apll>R</apll> is a matrix, each row is treated as a single name surrounded by zero or more blanks.</p>
<p>If <apll>R</apll> is a scalar, it is treated as the name; if <apll>R</apll> is a vector, it is treated as a vector of names separated from one another by one or more blanks; if <apll>R</apll> is a matrix, each row is treated as a single name surrounded by zero or more blanks.</p>


<p>If <apll>R</apll> consists of a single name, <apll>Z</apll> is a vector; otherwise <apll>Z</apll> is a matrix with as many rows as there are names in <apll>R</apll>.</p>
<p>If <apll>R</apll> consists of a single name or <apll>L</apll> is <apll>10</apll>, <apll>Z</apll> is a vector; otherwise <apll>Z</apll> is a matrix with as many rows as there are names in <apll>R</apll>.</p>


<p>The number of columns in <apll>Z</apll> depends upon the value of <apll>L</apll>.</p>
<p>The number of columns in <apll>Z</apll> depends upon the value of <apll>L</apll>.</p>


<ul>
<ul>
   <li><p>If <apll>L</apll> is <apll>1</apll>, the result describes the '''Valences''' of the objects named in <apll>R</apll> and has three columns consisting of<br />
   <li><p>If <apll>L</apll> is <apll>1</apll>, the result describes the '''Valences''' of the objects named in <apll>R</apll> and has four columns consisting of<br />
<apll>[1]</apll> Whether or not there is an '''Explicit result''' (<apll>1</apll> or <apll>0</apll>): This value is <apll>1</apll> for variables and for functions/operators that return a result; <apll>0</apll> otherwise.<br />
<apll>[1]</apll> Whether or not there is an '''Explicit result''' (<apll>1</apll> or <apll>0</apll>): This value is <apll>1</apll> for variables and for functions/operators/hyperators that return a result; <apll>0</apll> otherwise.<br />
<apll>[2]</apll> The '''Function Valence''' (<apll>0</apll>, <apll>1</apll>, or <apll>2</apll>):  This value is <apll>0</apll> for a non-function or for a niladic function, <apll>1</apll> for a monadic function or for a monadic derived function from an operator, and <apll>2</apll> for a dyadic or ambivalent function or for a dyadic or ambivalent derived function from an operator.<br />
<apll>[2]</apll> The '''Function Valence''' (<apll>0</apll>, <apll>1</apll>, or <apll>2</apll>):  This value is <apll>0</apll> for a non-function or for a niladic function, <apll>1</apll> for a monadic function or for a monadic derived function from an operator/hyperator, and <apll>2</apll> for a dyadic or ambivalent function or for a dyadic or ambivalent derived function from an operator/hyperator.<br />
<apll>[3]</apll> The '''Operator valence''' (<apll>0</apll>, <apll>1</apll>, or <apll>2</apll>):  This value is <apll>0</apll> for a non-operator, <apll>1</apll> for a monadic operator, and <apll>2</apll> for a dyadic operator.</p></li>
<apll>[3]</apll> The '''Operator valence''' (<apll>0</apll>, <apll>1</apll>, or <apll>2</apll>):  This value is <apll>0</apll> for a non-operator, <apll>1</apll> for a monadic operator, and <apll>2</apll> for a dyadic operator.<br />
<apll>[4]</apll> The '''Hyperator valence'''(<apll>0</apll>, <apll>1</apll>, or <apll>2</apll>):  This value is <apll>0</apll> for a non-hyperator, <apll>1</apll> for a monadic hyperator, and <apll>2</apll> for a dyadic hyperator.</p></li>


   <li><p>If <apll>L</apll> is <apll>2</apll>, the result describes the '''Fix Time''' of the objects named in <apll>R</apll> and has seven columns consisting of<br />
   <li><p>If <apll>L</apll> is <apll>2</apll>, the result describes the '''Fix Time''' of the objects named in <apll>R</apll> and has seven columns consisting of<br />
Line 26: Line 27:
<apll>[7]</apll> Millisecond<br />
<apll>[7]</apll> Millisecond<br />
<br />
<br />
If an object named in <apll>R</apll> is not a user-defined function/operator, the corresponding row in the result is all <apll>0</apll>.  All times are in UTC and represent the time the function was last modified.
If an object named in <apll>R</apll> is not a user-defined function/operator/hyperator, the corresponding row in the result is all <apll>0</apll>.  All times are in UTC and represent the time the function was last modified.
</p></li>
</p></li>


Line 42: Line 43:
<apll>[2]</apll> The object's data size only.<br />
<apll>[2]</apll> The object's data size only.<br />
</p></li>
</p></li>
  <li><p>If <apll>L</apll> is <apll>10</apll>, the result describes the '''Function Type''' of the objects named in <apll>R</apll>.  The values in the result are integer scalars one per name in <apll>R</apll> and have the following meaning:<br /></p>
<table name="FcnTypes" border="1" cellpadding="5" cellspacing="0" rules="none" summary="">
  <tr>
    <td><apll>0</apll></td>
    <td>The object is not a function/operator/hyperator</td>
  </tr>
  <tr>
    <td><apll>1</apll></td>
    <td>The object is a '''Primitive Function, Operator, or Hyperator'''</td>
    <td><apll>f←+</apll></td>
    <td><apll>f←/</apll></td>
  </tr>
  <tr>
    <td><apll>2</apll></td>
    <td>The object is a '''Derived Function, Operator, or Hyperator'''</td>
    <td><apll>f←+/</apll></td>
    <td><apll>f←⍨∘÷</apll></td>
  </tr>
  <tr>
    <td><apll>3</apll></td>
    <td>The object is a '''User-defined Function, Operator, or Hyperator'''</td>
    <td><apll>∇f</apll></td>
    <td><apll>∇(LO f) R</apll></td>
    <td>&nbsp;</td>
    <td><apll>∇(LO (LH f RH)) R</apll></td>
  </tr>
  <tr>
    <td><apll>4</apll></td>
    <td>The object is a '''System Function, Operator, or Hyperator'''</td>
    <td><apll>f←⎕NL</apll></td>
  </tr>
  <tr>
    <td><apll>5</apll></td>
    <td>The object is an '''Anonymous Function, Operator, or Hyperator'''</td>
    <td><apll>f←{⍺+⍵}</apll></td>
    <td><apll>f←{⍺⍺/¨⍵}</apll></td>
    <td>&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;</td>
    <td><apll>f←{⍺⍺⍺⍨⍺⍺/¨⍵}</apll></td>
  </tr>
  <tr>
    <td><apll>6</apll></td>
    <td>The object is a '''Train'''</td>
    <td><apll>f←(+/÷≢)</apll></td>
  </tr>
  <tr>
    <td><apll>7</apll></td>
    <td>The object is a '''Name-Associated Function'''</td>
    <td>Not as yet implemented</td>
  </tr>
  <tr>
    <td><apll>8</apll></td>
    <td>The object is a '''Java-Associated Function'''</td>
    <td>Not as yet implemented</td>
  </tr>
</table>
</li>
</ul>
</ul>
==Examples==
<big>
'''⎕AT - Quad AT''' - Object Summary Attributes - sample dyadic calls (re workspace user-function attributes):
<pre>
      2 ⎕AT ⊃'UCase' 'LCase'  ⍝ Request to show 'Date/Time last modified' Attribute for two workspace functions
2015 2 4 0 23 55 926          ⍝ Yr Mo Day Hr Min Sec Milli-Secs format - same format as ⎕TS (quad time stamp)
2015 2 4 0 23 37 839
      X←⊃'UCase' 'LCase'
      ⍴X
2 5
      X
UCase
LCase
      (1 ⎕AT X),'|',(2 ⎕AT X),'|',(3 ⎕AT X),'|',(4 ⎕AT X),'|',(10 ⎕AT X)
1 1 0 0 | 2015 2 4 0 23 55 926 | 0 0 0 0 | 19626 6434 | 3
1 1 0 0 | 2015 2 4 0 23 37 839 | 0 0 0 0 | 18424 6448 | 3
⍝  1 1 0 0 = {Yes Explicit Function Result Z} {Monadic Function Valence} {Non-Operator} {Non-Hyperator}  :  1 ⎕AT fcn-names
⍝  UTC/GMT Date/Time last edited-saved                                                                  :  2 ⎕AT fcn-names
⍝  0 0 0 0 = {Non-displayable (0), Non-suspendable (0), Ignores weak interrupts (0), Always zero (0)}    :  3 ⎕AT fcn-names
⍝  19626 6434 = {object header and data sizes, # bytes} {data size only, # bytes}                        :  4 ⎕AT fcn-names
⍝  3 = {Function Type = User-Defined Function/Operator/Hyperator}                                        : 10 ⎕AT fcn-names
⍝  BE ADVISED: 2 ⎕AT for each object will be in UTC/GMT time (ditto ⎕VR) while ⎕TS will be in local time (e.g. Eastern or Pacific time),
⍝  so for comparisons between (2 ⎕AT functions v. ⎕TS) you have to add or subtract n hours from one or the other for equivalency!
</pre></big>
'''See Also: [[System_Function_TS|Quad Time Stamp ⎕TS]]''' for 7-element DateTime stamp format.<br>


{{SFD|AT}}
{{SFD|AT}}
{{System Variables}}

Latest revision as of 09:42, 19 March 2019

Z←L ⎕AT R returns the attributes of the objects named in R.
R is a character scalar, vector, or matrix consisting of the names of objects (e.g., variables, functions, operators, or hyperators).
L is an integer scalar whose value is either 1, 2, 3, 4, or 10.
Z is an integer vector or matrix.

If R is a scalar, it is treated as the name; if R is a vector, it is treated as a vector of names separated from one another by one or more blanks; if R is a matrix, each row is treated as a single name surrounded by zero or more blanks.

If R consists of a single name or L is 10, Z is a vector; otherwise Z is a matrix with as many rows as there are names in R.

The number of columns in Z depends upon the value of L.

  • If L is 1, the result describes the Valences of the objects named in R and has four columns consisting of
    [1] Whether or not there is an Explicit result (1 or 0): This value is 1 for variables and for functions/operators/hyperators that return a result; 0 otherwise.
    [2] The Function Valence (0, 1, or 2): This value is 0 for a non-function or for a niladic function, 1 for a monadic function or for a monadic derived function from an operator/hyperator, and 2 for a dyadic or ambivalent function or for a dyadic or ambivalent derived function from an operator/hyperator.
    [3] The Operator valence (0, 1, or 2): This value is 0 for a non-operator, 1 for a monadic operator, and 2 for a dyadic operator.
    [4] The Hyperator valence(0, 1, or 2): This value is 0 for a non-hyperator, 1 for a monadic hyperator, and 2 for a dyadic hyperator.

  • If L is 2, the result describes the Fix Time of the objects named in R and has seven columns consisting of
    [1] Year
    [2] Month
    [3] Day
    [4] Hour
    [5] Minute
    [6] Second
    [7] Millisecond

    If an object named in R is not a user-defined function/operator/hyperator, the corresponding row in the result is all 0. All times are in UTC and represent the time the function was last modified.

  • If L is 3, the result describes the Execution Properties of the objects named in R and has four columns consisting of
    [1] Whether or not the object is Nondisplayable (1 or 0)
    [2] Whether or not the object is Nonsuspendable (1 or 0)
    [3] Whether or not the object Ignores weak interrupts, i.e. Ctrl-C or Ctrl-Break (1 or 0)
    [4] Whether or not the object Converts non-resource errors to DOMAIN ERRORs (this value is always 0)

    If an object named in R is a variable, the corresponding row in the result is all 0. If an object named in R is a primitive or system function, the corresponding row in the result is 1 1 1 0. If an object named in R is a function array, train, or magic function, the corresponding row in the result is 0 1 1 0.

  • If L is 4, the result describes the Object Size of the objects named in R and has two columns consisting of
    [1] The object's size consisting of the object header and data sizes
    [2] The object's data size only.

  • If L is 10, the result describes the Function Type of the objects named in R. The values in the result are integer scalars one per name in R and have the following meaning:

    0 The object is not a function/operator/hyperator
    1 The object is a Primitive Function, Operator, or Hyperator f←+ f←/
    2 The object is a Derived Function, Operator, or Hyperator f←+/ f←⍨∘÷
    3 The object is a User-defined Function, Operator, or Hyperator ∇f ∇(LO f) R   ∇(LO (LH f RH)) R
    4 The object is a System Function, Operator, or Hyperator f←⎕NL
    5 The object is an Anonymous Function, Operator, or Hyperator f←{⍺+⍵} f←{⍺⍺/¨⍵}          f←{⍺⍺⍺⍨⍺⍺/¨⍵}
    6 The object is a Train f←(+/÷≢)
    7 The object is a Name-Associated Function Not as yet implemented
    8 The object is a Java-Associated Function Not as yet implemented

Examples

⎕AT - Quad AT - Object Summary Attributes - sample dyadic calls (re workspace user-function attributes):

      2 ⎕AT ⊃'UCase' 'LCase'  ⍝ Request to show 'Date/Time last modified' Attribute for two workspace functions
2015 2 4 0 23 55 926          ⍝ Yr Mo Day Hr Min Sec Milli-Secs format - same format as ⎕TS (quad time stamp)
2015 2 4 0 23 37 839
      X←⊃'UCase' 'LCase'
      ⍴X
2 5
      X
UCase
LCase
      (1 ⎕AT X),'|',(2 ⎕AT X),'|',(3 ⎕AT X),'|',(4 ⎕AT X),'|',(10 ⎕AT X)
1 1 0 0 | 2015 2 4 0 23 55 926 | 0 0 0 0 | 19626 6434 | 3
1 1 0 0 | 2015 2 4 0 23 37 839 | 0 0 0 0 | 18424 6448 | 3

⍝  1 1 0 0 = {Yes Explicit Function Result Z} {Monadic Function Valence} {Non-Operator} {Non-Hyperator}  :  1 ⎕AT fcn-names
⍝  UTC/GMT Date/Time last edited-saved                                                                   :  2 ⎕AT fcn-names
⍝  0 0 0 0 = {Non-displayable (0), Non-suspendable (0), Ignores weak interrupts (0), Always zero (0)}    :  3 ⎕AT fcn-names
⍝  19626 6434 = {object header and data sizes, # bytes} {data size only, # bytes}                        :  4 ⎕AT fcn-names
⍝  3 = {Function Type = User-Defined Function/Operator/Hyperator}                                        : 10 ⎕AT fcn-names

⍝  BE ADVISED: 2 ⎕AT for each object will be in UTC/GMT time (ditto ⎕VR) while ⎕TS will be in local time (e.g. Eastern or Pacific time),
⍝  so for comparisons between (2 ⎕AT functions v. ⎕TS) you have to add or subtract n hours from one or the other for equivalency!

See Also: Quad Time Stamp ⎕TS for 7-element DateTime stamp format.


Note: ⎕AT is a dyadic form system function, you cannot assign a value to it.

System Variables (A value may be assigned to these except for ⎕DM)
ALX CT DM DT ELX FC FEATURE FPC IC IO
LR LX PP PR PW RL SA WSID
Niladic System Functions (a value cannot be assigned to these)
A AV EM ET LC NNAMES NNUMS SI SYSID SYSVER
T TC TCBEL TCBS TCESC TCFF TCHT TCLF TCNL TCNUL
TS WA
Monadic or dyadic system functions (a value cannot be assigned to these)
AT CR DC DFT DL DR EA EC ERROR ES
EX FMT FX MF NAPPEND NC NCREATE NERASE NINFO NL
NLOCK NREAD NRENAME NREPLACE NRESIZE NSIZE NTIE NUNTIE STOP TF
TRACE UCS VR
Note that quad functions and variables (except for the ⎕A family of functions) are case insensitive


See Also
System Commands System Variables and Functions Operators


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