CVS difference for ais/ai-00185.txt

Differences between 1.11 and version 1.12
Log of other versions for file ais/ai-00185.txt

--- ais/ai-00185.txt	2002/06/11 05:15:44	1.11
+++ ais/ai-00185.txt	2005/10/31 05:18:09	1.12
@@ -123,32 +123,32 @@
 @drepl
 @xindent<The real (resp., imaginary) component of the result of the Arcsin and
 Arccos (resp., Arctanh) functions is discontinuous as the parameter X
-crosses the real axis to the left of -1.0 or the right of 1.0.>
+crosses the real axis to the left of @endash1.0 or the right of 1.0.>
 @dby
 @xindent<The imaginary component of the result of the Arcsin, Arccos,
 and Arctanh functions is discontinuous as the parameter X crosses the real axis
-to the left of -1.0 or the right of 1.0.>
+to the left of @endash1.0 or the right of 1.0.>
 
 !corrigendum G.1.2(16)
 
 @drepl
 @xindent<The real (resp., imaginary) component of the result of the Arctan
 (resp., Arcsinh) function is discontinuous as the parameter X crosses
-the imaginary axis below -@i<i> or above @i<i>.>
+the imaginary axis below @endash@i<i> or above @i<i>.>
 @dby
 @xindent<The real component of the result of the Arctan and Arcsinh functions
-is discontinuous as the parameter X crosses the imaginary axis below -@i<i> or
+is discontinuous as the parameter X crosses the imaginary axis below @endash@i<i> or
 above @i<i>.>
 
 !corrigendum G.1.2(17)
 
 @drepl
 @xindent<The real component of the result of the Arccot function is
-discontinuous as the parameter X crosses the imaginary axis between -@i<i> and
+discontinuous as the parameter X crosses the imaginary axis between @endash@i<i> and
 @i<i>.>
 @dby
 @xindent<The real component of the result of the Arccot function is
-discontinuous as the parameter X crosses the imaginary axis below -@i<i> or
+discontinuous as the parameter X crosses the imaginary axis below @endash@i<i> or
 above @i<i>.>
 
 !corrigendum G.1.2(20)
@@ -168,7 +168,8 @@
 !appendix
 
 !section G.1.2(15)
-!subject Branch cuts of inverse trigonometric and hyperbolic functions
+!subject Branch cuts of inverse trigonometric and hyperbolic functioimply
+ns
 !reference RM95 G.1.2(15)
 !reference RM95 G.1.2(16)
 !reference RM95 G.1.2(17)

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