Classified the method - complex numbers can be formed from polar coordinates and this is worth making explicit.

Author: hemalvarambhia

src/Math-Complex/PMComplex.class.st

@@ -390,7 +390,7 @@ PMComplex >> arcTan: denominator [
 			res]
 ]
 
-{ #category : #arithmetic }
+{ #category : #'polar coordinates' }
 PMComplex >> arg [
 	"Answer the argument of the receiver."
 

src/Math-Complex/PMComplex.extension.st

@@ -17,20 +17,20 @@ PMComplex >> productWithVector: aVector [
 	^ aVector collect: [ :each | each * self ]
 ]
 
-{ #category : #'*Math-Complex' }
-PMComplex >> random [
-	"analog to Number>>random. However, the only bound is that the abs of the produced complex is less than the length of the receive. The receiver effectively defines a disc within which the random element can be produced."
-	^ self class random * self
-	
-]
-
 { #category : #'*Math-Complex' }
 PMComplex class >> random [
 		"Answers a random number with abs between 0 and 1." 
 
 	^ self abs: 1.0 random arg: 2 * Float pi random
 ]
 
+{ #category : #'*Math-Complex' }
+PMComplex >> random [
+	"analog to Number>>random. However, the only bound is that the abs of the produced complex is less than the length of the receive. The receiver effectively defines a disc within which the random element can be produced."
+	^ self class random * self
+	
+]
+
 { #category : #'*Math-Complex' }
 PMComplex >> subtractToPolynomial: aPolynomial [
 	^ aPolynomial addNumber: self negated