close #2242

doc/DocCheck.jl

@@ -107,7 +107,7 @@ function _undocumented_rst()
                   isdeprecated(m,s) && continue
                   havecount+=1; total+=1; continue
                end
-               add!(undoc_exports, line)
+               push!(undoc_exports, line)
                if line[1]=='@'; line = line[2:end] end
                line=string("- [ ] ", line)
                total+=1

doc/UNDOCUMENTED.rst

@@ -73,18 +73,10 @@ scalar math
 specfun
 -------
 
-.. function:: besselh(...)
-
-   UNDOCUMENTED
-
 
 arrays
 ------
 
-.. function:: gradient(...)
-
-   UNDOCUMENTED
-
 
 linear algebra
 --------------
@@ -108,10 +100,6 @@ collections
 strings and text output
 -----------------------
 
-.. function:: xdump(...)
-
-   UNDOCUMENTED
-
 
 random numbers
 --------------

doc/helpdb.jl

@@ -1940,7 +1940,7 @@
 
 "),
 
-("I/O","Base","redirect_stderr","redirect_stderr([stream])
+("I/O","Base","redirect_stdin","redirect_stdin([stream])
 
    Like redirect_stdout, but for STDIN. Note that the order of the
    return tuple is still (rd,wr), i.e. data to be read from STDIN, may
@@ -2319,8 +2319,13 @@
 
 ("Text I/O","Base","dump","dump(x)
 
-   Show the full structure of a value, including all fields of
-   objects.
+   Show all user-visible structure of a value.
+
+"),
+
+("Text I/O","Base","xdump","xdump(x)
+
+   Show all structure of a value, including all fields of objects.
 
 "),
 
@@ -3936,6 +3941,14 @@ popdisplay(d::Display)
 
 "),
 
+("Mathematical Functions","Base","besselh","besselh(nu, k, x)
+
+   Bessel function of the third kind of order \"nu\" (Hankel
+   function). \"k\" is either 1 or 2, selecting \"hankelh1\" or
+   \"hankelh2\", respectively.
+
+"),
+
 ("Mathematical Functions","Base","besseli","besseli(nu, x)
 
    Modified Bessel function of the first kind of order \"nu\",
@@ -4438,6 +4451,34 @@ popdisplay(d::Display)
 
 "),
 
+("Numbers","Base","get_rounding","get_rounding()
+
+   Get the current floating point rounding mode. Valid modes are
+   \"RoundNearest\", \"RoundToZero\", \"RoundUp\" and \"RoundDown\".
+
+"),
+
+("Numbers","Base","set_rounding","set_rounding(mode)
+
+   Set the floating point rounding mode. See \"get_rounding\" for
+   available modes
+
+"),
+
+("Numbers","Base","with_rounding","with_rounding(f::Function, mode)
+
+   Change the floating point rounding mode for the duration of \"f\".
+   It is logically equivalent to:
+
+      old = get_rounding()
+      set_rounding(mode)
+      f()
+      set_rounding(old)
+
+   See \"get_rounding\" for available rounding modes.
+
+"),
+
 ("Numbers","Base","count_ones","count_ones(x::Integer) -> Integer
 
    Number of ones in the binary representation of \"x\".
@@ -4552,8 +4593,8 @@ popdisplay(d::Display)
 ("BigFloats","Base","get_bigfloat_rounding","get_bigfloat_rounding()
 
    Get the current BigFloat rounding mode. Valid modes are
-   \"RoundToNearest\", \"RoundToZero\", \"RoundUp\", \"RoundDown\",
-   \"RoundAwayZero\"
+   \"RoundNearest\", \"RoundToZero\", \"RoundUp\", \"RoundDown\",
+   \"RoundFromZero\"
 
 "),
 
@@ -5166,6 +5207,13 @@ popdisplay(d::Display)
 
 "),
 
+("Arrays","Base","gradient","gradient(F[, h])
+
+   Compute differences along vector \"F\", using \"h\" as the spacing
+   between points. The default spacing is one.
+
+"),
+
 ("Arrays","Base","rot180","rot180(A)
 
    Rotate matrix \"A\" 180 degrees.

doc/stdlib/base.rst

@@ -1504,7 +1504,11 @@ Text I/O
 
 .. function:: dump(x)
 
-   Show the full structure of a value, including all fields of objects.
+   Show all user-visible structure of a value.
+
+.. function:: xdump(x)
+
+   Show all structure of a value, including all fields of objects.
 
 .. function:: readall(stream)
 
@@ -2667,6 +2671,11 @@ Mathematical Functions
 
    Bessel function of the third kind of order ``nu``, :math:`H^{(2)}_\nu(x)`.
 
+.. function:: besselh(nu, k, x)
+
+   Bessel function of the third kind of order ``nu`` (Hankel function).
+   ``k`` is either 1 or 2, selecting ``hankelh1`` or ``hankelh2``, respectively.
+
 .. function:: besseli(nu, x)
 
    Modified Bessel function of the first kind of order ``nu``, :math:`I_\nu(x)`.
@@ -3475,6 +3484,11 @@ Array functions
 
    Finite difference operator of matrix or vector.
 
+.. function:: gradient(F, [h])
+
+   Compute differences along vector ``F``, using ``h`` as the spacing between points.
+   The default spacing is one.
+
 .. function:: rot180(A)
 
    Rotate matrix ``A`` 180 degrees.